Study Material for my students at MUET

TEACHING METHODOLOGY

I believe in the quotation :

"It is preferable to teach people the art of fishing rather than to give them a fish daily"

This is how I teach!!! My basic goal and target is to make students enjoy while learning. Telling  students only topics and not getting response from them, doesn't at all work when it is concerned with good Teachers. I make students feel the importance of the topic by informing them its applications in everyday life. This is how I make them eager so that they can learn in the best way. Instead of giving them hand written notes on the subjects, I tell them to have an analytic and comparative study on the stuff. I also tell them recent research work that is carried out on the topics so as to make them Young Researchers. It is seen very often, when students go to Library, they feel suffocated and exhausted there. This is only because they are not used to learning from books. Teacher is the main interface between an student and a book. Something which students don't understand even after giving to it many serious readings makes them wonder: "Why can't they just do it? and What's the gap left?"- explanation by a teacher does every thing in seconds. Using books and understanding from them is necessary for students. I also believe that:

"Horses can be taken to water but can not be made to drink!!!!"  

This is the methodology I follow while Teaching.

IMPORTANT!!!!

Following is supporting material for my students at MUET. It should be clear that these things can never ever fully substitute Books (already told to students) and the Lectures (delivered in class). The material can be used by students to have better understanding of the topics and and remain up to date with the announcements. It will also help students for Comparative and Analytic study on the topics. I wish my students best of luck.

Fall Semester 2023 

20BSM (Numerical Analysis-I) Theory

• Syllabus
• Tentative teaching plan
• Visualization of nonlinear solvers
• Example-3 on FPIM 
• Application problems on nonlinear equations (.pdf)
• Application problems on nonlinear equations (.wmv)
• Problem sheet 1
• Problem sheet 2

21EL-I,II (Numerical Analysis and Computer Applications) Theory

• Syllabus and tentative lesson plan
• Tentative teaching plan
• Visualization of nonlinear solvers 
• Application problems on nonlinear equations (.pdf)
• Application problems on nonlinear equations (.wmv)
• Problem sheet 1
• Example-3 on FPIM
• Application problems on linear systems (.pdf)
• Application problems on linear systems (.wmv)
• Problem sheet 2
• Guide to solutions of mid semester examination held on 15-02-2024
• Problem sheet 3

Spring Semester 2023 

 19BSM (Integral Equations) Theory

• Result of mid semester examination
• Result of sessional test 1 (5 marks)
• Result of sessional test 2 (5 marks)

20PG (Applied Numerical Methods) Theory

• Result of mid semester examination
• Result of sessional test of CLO-I (3 marks)

23PG (Applied Calculus) Theory

• Result of mid semester examination
• Result of sessional test cum presentation of CLO-I (3 marks)
• Continued by Dr. Sara Mahesar after mid-semester examination

23M.Phil.A.Maths (Applied Statistics) 

23Ph.D.A.Maths (Advanced Numerical Methods

Fall Semester 2022-23 

 19BSM (Numerical Analysis-I) Theory

20ES-I, II (Numerical Methods) Theory

17S.Ph.D.A.Maths (Advanced Linear Systems Theory)

23Ph.D.A.Maths (Modeling and Scientific Methods)

Spring Semester 2022 

 19BSM (Complex Analysis)

20ES-I, II (Complex Variables and Transforms)

Fall Semester 2021-22
(January 03, 2022 to April 29 , 2022)

 19ES-I and 19ES-II (Fifth Semester) 

"Numerical Methods (Theory) (NM)" (03+01)

• Syllabus
• Tentative teaching plan of NM-Theory
• Tentative lesson plan of NM-Theory
• Applications of nonlinear equations in Electronic Engineering
• Applications of linear systems of algebraic equations in Electronic Engineering
• Mid semester examination (3/3/2022)r

 19IN (Fifth Semester) 

"Numerical Analysis and Computer Applications (Theory) (NACA)" (03+01)

• Syllabus
• Tentative teaching plan of NACA-Theory
• Tentative lesson plan of NACA-Theory
• Applications of nonlinear equations in Industrial Engineering
• Applications of linear systems of algebraic equations in Industrial Engineering
• Mid semester examination (3/3/2022)r

Spring Semester 2021 

(at Microsoft Teams Online)

 18BM (NACA)

19ES-I, II (CVT)

Fall Semester 2020-21 

(at Microsoft Teams Online)

 18BM (CVT)

19ME-A,B,C (CVT)

Spring Semester 2020 

(at Microsoft Teams Online)

 17BM (NACA)

18ME-A,B,C (NACA)

Fall Semester 2019-20
(October 14, 2019 to February 14 , 2020)

 17MTE (Fifth Semester) 

"Numerical Analysis and Computer Applications (NACA)" (03+00)

with effect from Decemeber 16, 2019

• Syllabus
• Tentative teaching plan of NACA-Theory
• Tentative lesson plan of NACA-Theory
• Mid-semester examination conducted by Mr. Tuljaram.
• Dr. Muhammad Mujtaba Shaikh joins 17MTE in second half semester for NACA-Theory
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.wmv)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.pdf)
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Lecture presentation on "Numerical Differentiation" (.wmv)
• Lecture presentation on "Numerical Differentiation" (.pdf)
• Lecture presentation on "Numerical Integration" (.wmv)
• Lecture presentation on "Numerical Integration" (.pdf)
• Problems on Gauss-Legendre's quadrature rules (.pdf)
• Comparison slide! 
• Lecture presentation on Runge-Kutta methods (.pdf)
• Final assignment on CLOs II and III (5 marks)
• Last date of final assignment is February 20, 2020

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF] 

 17EL-I,II,-III (Fifth Semester) 

"Numerical Analysis and Computer Applications (NACA)" (03+00)

• Syllabus
• Tentative teaching plan of NACA-Theory
• Tentative lesson plan of NACA-Theory
• Visualization of solution methods for solving non-linear equations (.wmv)
• Lecture presentation on "Application problems of non-linear equations related to Electrical Engineering" (.pdf)
• Lecture presentation on "Application problems of non-linear equations related to Electrical Engineering" (.wmv)
• Problem Sheet # 01
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electrical, Electronic and Telecommunication Engineering" (.pdf)
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electrical, Electronic and Telecommunication Engineering" (.wmv)
• Problem Sheet # 02
• Assignment-I (2.5 marks) is due. You have to solve all problems in problem sheets 1 and 2 by stated methods to atleast FIVE iterations. Submission mode is ONLINE.
• Deadline for online submission of Assignment-I is December 5, 2019.
• Mid-semester examination on 12-12-2019 at 10:30AM
• Submission of Problem Sheet # 01 before 12-12-2019 is mandatory to get full credit
• Submission of Problem Sheet # 02 on/before 22-12-2019 is mandatory to get full credit 
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.wmv)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.pdf)
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Lecture presentation on "Numerical Differentiation" (.wmv)
• Lecture presentation on "Numerical Differentiation" (.pdf)
• Lecture presentation on "Numerical Integration" (.wmv)
• Lecture presentation on "Numerical Integration" (.pdf)
• Result of sessional test # 01 (announced on 25-01-2020)
• Problems on Gauss-Legendre's quadrature rules (.pdf)
• Comparison slide! 
• Result of sessional test # 01 (updated)
• Result of mid-semester examination
• Lecture presentation on Runge-Kutta methods (.pdf)
• Final assignment on CLOs II and III (5 marks)
• Last date of final assignment is February 20, 2020

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF] 

Spring Semester 2019
(April 01, 2019 to August 30 , 2019)

 F16EL-II,III (Sixth Semester) 
AND
 F16MTE (Sixth Semester) 

"Statistics and Probability (SP)" (03+00)

• Syllabus 
• Tentative teaching plan
• Tentative lesson plan
• Problem sheet 01
• Problem sheet 02
• Problem sheet 03
• Hints to problem sheet 01
• Answers to problem sheet 02
• Answers to problem sheet 03
• Online submission of problem sheets 1-3 is due.
• Problem sheet 04
• Problem sheet 05
• Problem sheet 06
• Problem sheet 07
• Problem sheet 08
• "Important" - also contains tables of normal, t and chi-squared distributions.
• Lecture presentation on "Hypothesis testing problems concerning difference between means of two populations" (.wmv)
• Lecture presentation on "Hypothesis testing problems concerning difference between means of two populations" (.pdf)
• Lecture presentation on "Chi squared goodness of fit test" (.wmv)
• Lecture presentation on "Chi squared goodness of fit test" (.pdf)
• Mid-semester examination result (emailed)
• Lecture presentation on "Regression and correlation" (.wmv) [Last topic!]
• Lecture presentation on "Regression and correlation" (.pdf) [Last topic!]
• Answers to problem sheet # 04
• Answers to problem sheet # 05
• Answers to problem sheet # 06
• Answers to problem sheet # 07
• Answers to problem sheet # 08
• Details of sessional marks (emailed)

BOOKS:

• Beginning Statistics by Schaum's Series Outlines
• Basic Statistics: Understanding Convential Methods and Modern Insights
• Fundamentals of Probability and Statistics for Engineers
• Statistics: Problems and Solutions
• Probability and Statistics by DeGroot
• Statistics for Business and Economics
• Probability and Statistics for Engineers and Scientists
• Probability and Statistical Inference
• Introduction to Probability Theory and its Applications
• Probability Theory: The Logic of Science
• Introduction to Probability Models
• Theory of Probability and Random Processes
• Fundamentals of Applied Probability and Random processes

Fall Semester 2018-19
(October 15, 2018 to February 15 , 2019)

 F16ES-I,II (Fifth Semester) 

"Numerical Methods (NM)" (03+01)

 + 

 F16EL-III (Fifth Semester) 

"Numerical Analysis and Computer Applications (NACA)" (03+01)

 + 

F16ME-B (Fifth Semester) 

"Numerical Analysis and Computer Applications (NACA)" (03+01)

• F16ES-I,II: Syllabus (NM-Theory)
• F16ES-I,II: Tentative teaching plan (NM-Theory)
• F16ES-I,II: Tentative teaching plan (NM-Practical)
• F16EL-III + F16ME-B Syllabus (NACA-Theory)
• F16EL-III + F16ME-B: Tentative teaching plan (NACA-Theory)
• F16EL-III + F16ME-B: Tentative teaching plan (NACA-Practical)
• Visualization of solution methods for solving non-linear equations (.wmv)
• [F16ES-I,II + F16EL-III] Lecture presentation on "Application problems of non-linear equations related to Electrical, Telecommunication and Electronic Engineering" (.pdf)
• [F16ES-I,II + F16EL-III] Lecture presentation on "Application problems of non-linear equations related to Electrical, Telecommunication and Electronic Engineering" (.wmv)
• [F16ES-I,II + F16EL-III] Problem Sheet # 01
• [F16ES-I,II + F16EL-III] Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electrical, Electronic and Telecommunication Engineering" (.pdf)
• [F16ES-I,II + F16EL-III] Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electrical, Electronic and Telecommunication Engineering" (.wmv)
• [F16ES-I,II + F16EL-III] Problem Sheet # 02
• Assignment-I (2.5 marks) is due. You have to solve all problems in problem sheets 1 and 2 by stated methods to atleast FIVE iterations. Submission mode is ONLINE.
• Deadline for online submission of Assignment-I is December 2, 2018.
• [F16ES-I,II + F16EL-III + F16ME-B] Practicals 01-20 of NM and NACA (.cpp files)
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.wmv)
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.pdf)
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on "Lagrange's formula" (.wmv)
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on "Lagrange's formula" (.pdf)
• [F16ME-B] Problem sheet # 01 (Application problems on nonlinear equations)
• [F16ME-B] Problem sheet # 02 (Application problems on linear systems)
• [F16ME-B] Colebrook slides
• [F16ME-B] Reactor slides
• Assignment-I (2.5 marks) hard deadline for online submission is February 05, 2019.
• Result of mid-semester examination is coming!
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on "Numerical Differentiation" (.wmv)
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on "Numerical Differentiation" (.pdf)
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on "Numerical Integration" (.wmv)
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on "Numerical Integration" (.pdf)
• [F16ES-I,II + F16EL-III + F16ME-B] Problems on Gauss-Legendre's quadrature rules (.pdf)
• [F16ES-I,II + F16EL-III + F16ME-B] Lecture presentation on Runge-Kutta methods (.pdf)
• Practicals 01-20 Dev C files (.CPP)
• Problem allocation file for F16ES-I,II and F16EL-III
• Guidelines for practical work submission for F16ES-I,II and F16EL-III
• Full practical journal for F16ES-I,II and F16EL-III (only for hard copy submission)
• Templates for Practicals 1-5 for F16ES and F16EL-III
• Templates for Practicals 6-8 for F16ES and F16EL-III
• Templates for Practical 9-12 for F16ES and F16EL-III
• Templates for Practicals 13-15 for F16ES and F16EL-III
• Templates for Practicals 16-20 for F16ES and F16EL-III
• Problem allocation file for F16ME-B
• Guidelines for practical work submission for F16ME-B
• Full practical journal for F16ME-B (only for hard copy submission)
• Templates for practicals 1-5 for F16ME-B
• Templates for practicals 6-8 for F16ME-B
• Templates for practicals 9-12 for F16ME-B
• Templates for practicals 13-15 for F16ME-B
• Templates for practicals 16-20 for F16ME-B
• Result of Mid-semester examination of  F16ME-B - ANNOUNCED (VIEW)
• F16ES-I,II and F16EL-III: Final assignment of theory (view)
• F16ME-B: Final assignment of theory (view)
• Result of Mid-semester examination of  F16ES-I,II (VIEW)
• Result of Mid-semester examination of F16EL-III (VIEW)

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

Spring Semester 2018
(April 04, 2018 to August 31 , 2018)

 16EL-I,II,III (Sixth Semester) 

"Statistics and Probability (SP)" (03+00)

• Syllabus 
• Tentative teaching plan
• Tentative lesson plan
• Problem sheet 01 (May 08, 2018)
• Problem sheet 02 (May 10, 2018)
• Problem sheet 03 (May 11, 2018)
• Hints to problem sheet 01
• Answers to problem sheet 02
• Answers to problem sheet 03
• Mid semester examination on Monday - May 21, 2018 (10:00AM to 11:00AM)
• Sessional test 01 (objective type) is on FRIDAY, i.e. July 20, 2018 for sections I,II and III.
• Due date for online submission of problem sheets 01-03 is July 31, 2018.
• Problem sheet 04 (July 19, 2018)
• Problem sheet 05 (July 19, 2018)
• Due date for online submission of problem sheets 04 and 05 is August 05, 2018.
• Problem sheet 06 (August 10, 2018)
• Problem sheet 07 (August 10, 2018)
• Problem sheet 08 (August 10, 2018)
• "Important" - also contains tables of normal, t and chi-squared distributions.
• Due date for online submission of problem sheets 01-05 has been extended upto August 21, 2018. (final deadline - no more extensions)
• Due date for online submission of problem sheets 06-08 is August 31, 2018. (final deadline - no extensions)
• Lecture presentation on "Hypothesis testing problems concerning difference between means of two populations" (.wmv)
• Lecture presentation on "Hypothesis testing problems concerning difference between means of two populations" (.pdf)
• Lecture presentation on "Chi squared goodness of fit test" (.wmv)
• Lecture presentation on "Chi squared goodness of fit test" (.pdf)
• Mid-semester examination result
• Lecture presentation on "Regression and correlation" (.wmv) [Last topic!]
• Lecture presentation on "Regression and correlation" (.pdf) [Last topic!]
• Answers to problem sheet # 04
• Answers to problem sheet # 05
• Answers to problem sheet # 06
• Answers to problem sheet # 07
• Answers to problem sheet # 08
• Details of sessional marks (coming!)

BOOKS:

• Beginning Statistics by Schaum's Series Outlines
• Basic Statistics: Understanding Convential Methods and Modern Insights
• Fundamentals of Probability and Statistics for Engineers
• Statistics: Problems and Solutions
• Probability and Statistics by DeGroot
• Statistics for Business and Economics
• Probability and Statistics for Engineers and Scientists
• Probability and Statistical Inference
• Introduction to Probability Theory and its Applications
• Probability Theory: The Logic of Science
• Introduction to Probability Models
• Theory of Probability and Random Processes
• Fundamentals of Applied Probability and Random processes

Fall Semester 2017-18
(October 23, 2017 to February 23 , 2018)

 16ES-I,II (Fifth Semester) 

"Numerical Methods (NM)" (03+01)

and

 16TL-I,II (Fifth Semester) 

"Numerical Analysis and Computer Applications (NACA)" (03+01)

• 16ES-I,II: Syllabus (NM-Theory) - under departmental editing 
• 16ES-I,II: Tentative teaching plan (NM-Theory) - under departmental editing
• 16TL-I,II Syllabus (NACA-Theory) - under departmental editing
• 16TL-I,II: Tentative teaching plan (NACA-Theory) - under departmental editing
• Syllabus - sample
• Tentative Teaching Plan (Theory) -sample
• Visualization of solution methods for solving non-linear equations (.wmv)
• Lecture presentation on "Application problems of non-linear equations related to Telecommunication and Electronic Engineering" (.pdf)
• Lecture presentation on "Application problems of non-linear equations related to Telecommunication and Electronic Engineering" (.wmv)
• Problem Sheet # 01
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electronic and Telecommunication Engineering" (.pdf)
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electronic and Telecommunication Engineering" (.wmv)
• Problem Sheet # 02
• Assignment-I (2.5 marks) is due. You have to solve all problems in problem sheets 1 and 2 by stated methods to atleast FIVE iterations. Submission mode is ONLINE.
• Deadline for online submission of assignment-I is December 10, 2017.
• 16TL-I,II: Sessional Test # 01 of NACA (Theory) on Monday, December 11, 2017
• 16ES-I: Sessional Test # 01 of NM (Theory) on Monday, December 11, 2017
• 16ES-II: Sessional Test # 01 of NM (Theory) on Tuesday, December 12, 2017
• Sessional Test # 01: Objective type questions (blanks + true/false + multiple choice) from the topics discussed in class from start through to Power's method. 
• Practicals 01-20 of NM and NACA (.cpp files)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.wmv)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.pdf)
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Lecture presentation on "Numerical Differentiation" (.wmv)
• Lecture presentation on "Numerical Differentiation" (.pdf)
• Lecture presentation on "Numerical Integration" (.wmv)
• Lecture presentation on "Numerical Integration" (.pdf)
• Problems on Gauss-Legendre's quadrature rules (.pdf)
• Lecture presentation on Runge-Kutta methods (.pdf)
• 16TL-I,II: Result of sessional test # 01 of NACA (Theory)
• 16ES-I,II: Result of sessional test # 01 of NM (Theory)
• 16ES: Problem allocation file for online submission of practicals 01-20 
• 16ES: Practicals 01-05 (Templates)
• 16ES: Practicals 06-08 (Templates)
• 16ES: Practicals 09-12 (Templates)
• 16ES: Practicals 13-15 (Templates)
• 16ES: Practicals 16-20 (Templates)
• 16TL: Problem allocation file for online submission of practicals 01-20 
• 16TL: Practicals 01-05 (Templates)
• 16TL: Practicals 06-08 (Templates)
• 16TL: Practicals 09-12 (Templates)
• 16TL: Practicals 13-15 (Templates)
• 16TL: Practicals 16-20 (Templates)
• 16TL-I,II: Result of Mid-semester examination
• 16ES-I,II: Result of Mid-semester examination
• 16TL-I: Sessional Test of NACA-Practical on Monday February 19, 2018 (Objective-types + Codes - - - 10 marks)
• 16TL-II: Sessional Test of NACA-Practical on Tuesday February 20, 2018 (Objective-types + Codes - - - 10 marks)
• 16ES-I: Sessional Test of NM-Practical on Wednesday February 21, 2018 (Objective-types + Codes - - - 10 marks)
• 16ES-II: Sessional Test of NM-Practical on Thursday February 22, 2018 (Objective-types + Codes - - - 10 marks)
• Sessional Test # 02/Assignment-III (5 marks) (Last date is 23-02-2018)

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

Spring Semester 2017
(May 01, 2017 to September 08 , 2017)

 F16BM (Second Semester) 

"Applied Calculus (AC)" (03+00)

(with effect from August 24, 2017)

• Syllabus
• Tentative Teaching Plan
• Problem Sheet # 01
• Due date for Problem Sheet # 01 online submission is August 26, 2017
• Result: Mid-Semester Examination
• Sessional Test # 01 (objective) on September 07, 2017
• Sessional Test # 02 (subjective) on September 07, 2017
• Problem Sheet # 02

BOOKS:

• Book-1 (BC, S. S.)
• Book-2 (D and I C, S. S.) 
• Book-3 (AC, S. S.)

 16EL-III (Fourth Semester) 
and
16ES-I,II (Fourth Semester)

"Complex Variables and Transforms (CVT)" (03+00)

• Syllabus
• Tentative Teaching Plan 16EL-III
• Tentative Teaching Plan 16ES-I,II
• Tentative Lesson Plan 16EL-III
• Tentative Lesson Plan 16ES-I,II 
• Problem Sheet # 01
• Problem Sheet # 02
• Problem Sheet # 03
• Applications of Line, surface and volume integrals (Some slides are of importance to you!) 
• Some solved problems on Green's theorem
• Sessional Test # 01 (Objective type) due in the first week after vacations
• Sessional Test # 02 (Subjective type) due in the first week after vacations
• 16ES-I,II (CVT) Problem Sheets 1-3 submission guidelines have been emailed to you, and submissions are due by July 14, 2017
• 16EL-III (CVT) Problem Sheets 1-3 submission guidelines have been emailed to you, and submissions are due by July 14, 2017
• Guide to Question-3 of Problem Sheet # 02
• Reminder email regarding Problem Sheets 1-3 with submission guidelines has been sent to all registered students.
• Sessional Test # 01 paper with solutions
• 16ES-I,II: Result of Sessional Test # 01
• 16EL-III: Result of Sessional Test # 01 
• Problem Sheet # 04
• Problem Sheet # 05
• Assignment-I description file (2.5 marks) -- Due date: August 21, 2017 (online submission)
• Problem Sheets 4 and 5 online submissions are due by August 28, 2017 (Guidelines - same as sheets 1-3)
• Result: Mid-semester examination (16EL-III)
• Result: Mid-semester examination (16ES-I,II)
• Assignment-II (2.5 marks): Problem Distribution file for 16ES-I
• Assignment-II (2.5 marks): Problem Distribution file for 16ES-II
• Assignment-II (2.5 marks) of 16EL-III
• Due date for online submission of Assignment-II for 16ES-I,II and 16EL-III is September 08, 2017 

BOOKS:

• Complex Variables by Schaum's series outlines
• Laplace Transforms  by Schaum's series outlines

Fall Semester 2016-17
(November 21, 2016 to March 17 , 2017)

 15EE (Fifth Semester) 

"Numerical Analysis (NA)" (03+01)

• Syllabus
• Tentative Teaching Plan (Theory)
• Tentative Teaching Plan (Practical)
• Tentative Lesson Plan
• Problem Sheet # 01
• Visualization of solution methods for solving non-linear equations (.wmv)
• Lecture presentation on "Application problems of non-linear equations in Environmental Engineering" (.pdf)
• Lecture presentation on "Application problems of non-linear equations in Environmental Engineering" (.wmv)
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Environmental engineering" (.pdf)
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Environmental engineering" (.wmv)
• Assignment-I (2.5 marks) due. Deadline for online submission is January 21, 2017.
• Sessional Test # 01 (5 marks) on January 18, 2017
• Mid-semester examination (20 marks) on January 24, 2017
• Result: Sessional Test # 01 (5 marks) 
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.wmv)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.pdf)
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Result: Mid-semester examination (Announced)
• Lecture presentation on "Numerical Differentiation" (.wmv)
• Lecture presentation on "Numerical Differentiation" (.pdf)
• Lecture presentation on "Numerical Integration" (.wmv)
• Lecture presentation on "Numerical Integration" (.pdf)
• Practicals 01-20 (.CPP files)
• Practical Journal of NA for 15EE
• Guidelines for practical work submission
• Problem Allocation file for practical submissions
• Practicals 01-05 (Templates)
• Practicals 06-08 (Templates)
• Practicals 09-12 (Templates)
• Practicals 13-15 (Templates)
• Practicals 16-20 (Templates)
• Lecture presentation on Runge-Kutta methods (.pdf)
• Assignment-II (2.5 marks) description file
• Sessional Test of practical on March 16, 2017
• Sessional Test 02/ Assignment-III (5 marks) description file
• Final semester examination of NA-Theory on April 05, 2017
• Final objective type test of NA-Practical on April 05, 2017
• Viva Voce  examination of NA-Practical on April 19, 2017
• Details of sessional marks of NA-Theory
• Details of sessional marks of NA-Practical

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 15TL-I,II (Fifth Semester) 

"Numerical Analysis and Computer Applications (NACA)" (03+01)

• Syllabus
• Tentative Teaching Plan (Theory)
• Tentative Teaching Plan (Practical)
• Tentative Lesson Plan
• Problem Sheet # 01
• Visualization of solution methods for solving non-linear equations (.wmv)
• Lecture presentation on "Application problems of non-linear equations related to Telecommunication Engineering" (.pdf)
• Lecture presentation on "Application problems of non-linear equations related to Telecommunication Engineering" (.wmv)
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electrical and Telecommunication Engineering" (.pdf)
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electrical and Telecommunication Engineering" (.wmv)
• Assignment-I (2.5 marks) due. Deadline for online submission is January 21, 2017.
• Sessional Test # 01 (5 marks) on January 18, 2017
• Mid-semester examination (20 marks) on January 24, 2017
• Result: Sessional Test # 01 (5 marks) 
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.wmv)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.pdf)
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Lecture presentation on "Numerical Differentiation" (.wmv)
• Lecture presentation on "Numerical Differentiation" (.pdf)
• Lecture presentation on "Numerical Integration" (.wmv)
• Lecture presentation on "Numerical Integration" (.pdf)
• Result: Mid-semester examination (Announced)
• Practicals 01-20 (.CPP files)
• Practical Journal of NACA for 15TL
• Guidelines for practical work submission
• Problem Allocation file for practical submissions
• Practicals 01-05 (Templates)
• Practicals 06-08 (Templates)
• Practicals 09-12 (Templates)
• Practicals 13-15 (Templates)
• Practicals 16-20 (Templates)
• Problems on Gauss-Legendre's quadrature rules (.pdf)
• Lecture presentation on Runge-Kutta methods (.pdf)
• 15TL-I: Assignment-II (2.5 marks) description file
• 15TL-II: Assignment-II (2.5 marks) description file
• 15TL-I,II Sessional Test of practical on March 16, 2017
• Final semester examination of NACA-Theory on April 05, 2017
• Final objective type test of NACA-Practical on April 05, 2017
• Viva Voce  examination of NACA-Practical on April 15, 2017
• Assignment-III/Test # 02 (5 marks) description file (DONE)

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 15-EL-II (Fifth Semester) 

"Numerical Analysis and Computer Applications (NACA)" (03+01)

• Syllabus
• Tentative Teaching Plan (Theory)
• Tentative Lesson Plan
• Problem Sheet # 01
• Visualization of solution methods for solving non-linear equations (.wmv)
• Lecture presentation on "Application problems of non-linear equations related to Electrical Engineering" (.pdf)
• Lecture presentation on "Application problems of non-linear equations related to Electrical Engineering" (.wmv)
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electrical and Telecommunication Engineering" (.pdf)
• Lecture presentation on "Application problems on numerical solution of linear systems of algebraic equations in Electrical and Telecommunication Engineering" (.wmv)
• Assignment-I (2.5 marks) due. Deadline for online submission is January 21, 2017.
• Sessional Test # 01 (5 marks) on January 17, 2017
• Mid-semester examination (20 marks) on January 24, 2017
• Result: Sessional Test # 01 (5 marks) 
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.wmv)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.pdf)
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Lecture presentation on "Numerical Differentiation" (.wmv)
• Lecture presentation on "Numerical Differentiation" (.pdf)
• Lecture presentation on "Numerical Integration" (.wmv)
• Lecture presentation on "Numerical Integration" (.pdf)
• Result: Mid-semester examination (Announced)
• Problems on Gauss-Legendre's quadrature rules (.pdf)
• Lecture presentation on Runge-Kutta methods (.pdf)
• Assignment-II (2.5 marks) description file (done)
• Final semester examination of NACA-Theory on April 05, 2017
• Final objective type test of NACA-Practical on April 05, 2017
• Viva Voce  examination of NACA-Practical on April 19, 2017
• Assignment-III/Test # 02 (5 marks) description file (DONE)
• Details: Sessional marks of NACA-Theory
• Details: Sessional marks of NACA-Practical
• Last reporting date is April 14, 2017

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

Even Semester 2016
(July 11, 2016 to October 01 , 2016)

 14-BM (Sixth Semester) 

"Numerical Analysis and Computer Applications (NACA)" (04 + 01)

• Syllabus
• Tentative Teaching Plan
• Tentative Lesson Plan
• Lecture presentation on "Application problems of non-linear equations in Biomedical Engineering" (.pdf) (July 25, 2016)
• Lecture presentation on "Application problems of non-linear equations in Biomedical Engineering" (.wmv) (July 25, 2016)
• Visualization of solution methods for solving non-linear equations (.wmv) (July 25, 2016)
• Lecture presentation on "Application problems on Numerical solution of System of linear equations in Biomedical Engineering" (.wmv) (August 01, 2016)
• Lecture presentation on "Application problems on Numerical solution of System of linear equations in Biomedical Engineering" (.pdf) (August 01, 2016)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.wmv) (August 14, 2016)
• Lecture presentation on "Interpolation, Extrapolation and Difference operators" (.pdf) (August 14, 2016)
• Sessional Test # 01 (5 marks) on Monday (August 15, 2016)
• Assignment-I (2.5 marks) released! (check your email). Due date for online submission for maximum 2.5 score is: August 21, 2016
• Mid-Semester Examination on August 22, 2016 (Monday) from 10:30 AM to 11:30 AM
• Assignment-I: Hard deadline for online submission on compromised maximum score (2.0) is August 28, 2016
• Result: Sessional Test # 01 of NACA (5 marks) (August 23, 2016)
• Result: Mid-Semester Examination (September 05, 2016)
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Lecture presentation on "Numerical Differentiation" (.wmv) (September 06, 2016)
• Lecture presentation on "Numerical Differentiation" (.pdf) (September 06, 2016)
• Lecture presentation on Numerical Integration (.pdf) (September 19, 2016)
• Problems on Gauss-Legendre's quadrature rules (.pdf) (September 21, 2016)
• Assignment-II  (2.5 marks) due on October 02, 2016
• Lecture presentation on Runge-Kutta methods (.pdf) (September 27, 2016)
• Assignment-II (2.5 marks) description file
• Correction in Question 6 (A): ... 15 digit integral approximation of 0.172827450974582.
• Details: Sessional marks of 14BM (NACA-Theory)
• Final semester examination of NACA-Theory held on October 19, 2016.

BOOKS:

• Numerical Methods in Biomedical Engineering by Stanley Dunn, Alkis Constantinides, Prabhas V. Moghe [google, and download PDF]
• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 14-PG-I,II (Sixth Semester) 

"Applied Numerical Methods (ANM)" (03 + 01)

• Syllabus
• Tentative Teaching Plan (ANM-Theory)
• Tentative Teaching Plan (ANM-Practical)
• Tentative Lesson Plan
• Lecture presentation on "Application problems of non-linear equations in Petroleum and Natural Gas Engineering" (.wmv) (July 31, 2016)
• Lecture presentation on "Application problems of non-linear equations in Petroleum and Natural Gas Engineering" (.pdf) (July 31, 2016)
• Visualization of solution methods for solving non-linear equations (.wmv) (July 31, 2016)
• Lecture presentation on "Application problems on Linear Systems of equations related to Petroleum and Natural Gas Engineering" with important Appendix (.wmv) (August 04, 2016)
• Lecture presentation on "Application problems on Linear Systems of equations related to Petroleum and Natural Gas Engineering"  with important Appendix (.pdf) (August 04, 2016)
• Practical codes 01-08 (.CPP files) (August 04, 2016)
• Guidelines for Practical work submission (August 04, 2016)
• Problem Allocation file for practical submission (August 04, 2016)
• Practical Journal of Applied Numerical Methods for 14PG (for Hard copy submissions only) (August 04, 2016)
• Sessional Test # 01 on Monday (August 15, 2016)
• Assignment-I (2.5 marks)  released! (check your email). Due date for online submission is: August 21, 2016
• Mid-Semester Examination on August 22, 2016 (Monday) from 10:30 AM to 11:30 AM
• Assignment-I: Hard deadline for online submission on compromised maximum score (2.0) is August 28, 2016
• Result: Sessional Test # 01 of ANM-Theory (3 marks) (August 23, 2016)
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Lecture presentation on "Numerical Differentiation" (.wmv) (September 05, 2016)
• Lecture presentation on "Numerical Differentiation" (.pdf) (September 05, 2016)
• Lecture Presentation on "Numerical Integration" (.wmv) (September 06, 2016)
• Lecture Presentation on "Numerical Integration" (.pdf) (September 06, 2016)
• Result: Mid-Semester Examination (September 09, 2016)
• Practical codes 01-20 (.CPP files) (September 18, 2016)
• Practicals 01-08 submission templates (September 18, 2016)
• Practicals 09-12 submission templates (September 18, 2016)
• Practicals 13-15 submission templates (September 18, 2016)
• Practicals 16-20 submission templates (September 18, 2016)
• Online submission of worked out practicals 01-20 templates due on September 30, 2016
• Assignment-II (2.5 marks) due on October 02, 2016
• Lecture presentation on Runge-Kutta methods (.pdf) (September 27, 2016)
• 14PG-I: Sessional Test of ANM-Practical (10 marks) on September 27, 2016
• 14PG-II Sessional Test of ANM-Practical (5 marks) on September 27, 2016
• Assignment-II (2.5 marks) description file (released)
• Correction in Question 1 (D): Approximate the heat capacity when  T = -50⁰C.
• Addendum in Question 2 (B): Assume dynamic viscosity μ = 0.000018 N ·s/m^2.
• Correction in Question 2(B): Also estimate velocity when y = 0.0022m.
• Details: Sessional marks of 14PG-I,II (ANM-Theory)
• Details: Sessional marks of 14PG-I,II (ANM-Practical)
• Final semester examination of ANM-Theory held on October 19, 2016.
• Viva-Voce examination of ANM-Practical on November 05, 2016.

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

Odd Semester 2016
(January 04, 2016 to April 24 , 2016)

 14-CE-A,B,C (Fifth Semester) 

"Linear Algebra and Numerical Methods" (03+00)

• Syllabus (January 06, 2016)
• Tentative Teaching Plan (January 06, 2016)
• Tentative Lesson Plan
• Problem Sheet # 01 (January 17, 2016)
• Lecture presentation on "Application problems on system of linear equations in Civil Engineering" (.wmv) (February 03, 2016)
• Lecture presentation on "Application problems on system of linear equations in Civil Engineering" (.pdf) (February 03, 2016)
• Problem Sheet # 02
• Sessional Test # 01 (5 marks) on February 11, 2016
• Result: Sessional Test # 01 (5 marks) (February 15, 2016)
• Mid-Semester Examination on Tuesday (March 01, 2016)
• Step by step reduction of augmented matrices in application problems for reference 
• Result: Mid-Semester Examination (14CE-A) 
• Result: Mid-Semester Examination (14CE-B)
• Result: Mid-Semester Examination (14CE-C)
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pdf) 
• Lecture presentation on "Lagrange's formula" (.wmv)
• Lecture presentation on "Lagrange's formula" (.pdf)
• Sessional Test # 02 (5 marks) on Thursday: April 14, 2016
• 14CE-A: Assignment # 01 (2.5 marks) (April 05, 2016)
• 14CE-A: Due date for Assignment # 01 online submission is April 15, 2016
• Lecture presentation on "Numerical Differentiation" (.wmv) (April 09, 2016)
• Lecture presentation on "Numerical Differentiation" (.pdf) (April 09, 2016)
• 14CE-C:  Assignment # 01 (2.5 marks) (April 10, 2016)
• 14CE-B: Assignment # 01 (2.5 marks) (April 10, 2016)
• 14CE-B,C: Due date for Assignment # 01 online submission is April 17, 2016
• Lecture Presentation on "Numerical Integration" (.wmv) (April 12, 2016)
• Lecture Presentation on "Numerical Integration" (.pdf) (April 12, 2016)
• Assignment # 02 (2.5 marks) (April 19, 2016)
• Hard deadline for online submission of Assignment # 02 is April 24, 2016
• Lecture presentation on "Runge-Kutta methods" (.wmv) (April 20, 2016)
• Lecture presentation on "Runge-Kutta methods" (.pdf) (April 20, 2016)
• Lecture presentation on "Application problems of non-linear equations related to Civil Engineering" (.wmv) (April 21, 2016)
• Lecture presentation on "Application problems of non-linear equations related to Civil Engineering" (.pdf) (April 21, 2016)
• Result: Sessional Test # 02 (5 marks) (April 24, 2016)
• Result: Sessional Test # 01 (with final correction)
• Result: Sessional Test # 02 (with final corrections)
• Result: Assignment # 01 (final)
• Result: Assignment # 02 (final)
• Details: Sessional marks of 14CE-A (final)
• Details: Sessional marks of 14CE-B (final)
• Details: Sessional marks of 14CE-C (final)
• Final Semester Examination on May, 27, 2016 

BOOKS:

• Introduction to Matrix Algebra [google, and download PDF]
• Matrix Analysis and Applied Linear Algebra [google, and download PDF]
• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 14-IN (Fifth Semester) 

"Numerical Analysis and Computer Applications" (03+01)

• Syllabus (January 05, 2016)
• Tentative Teaching Plan (Theory) (January 05, 2016)
• Tentative Teaching Plan (Practical) (January 05, 2016)
• Tentative Lesson Plan
• Practical codes (01-20) (January 05, 2016)
• Guidelines for Practical work submission (January 05, 2016) 
• Problem Allocation File
• Practical Journal
• Practical-1 (submission template) (January 05, 2016)
• Practicals 2-5 (submission templates) (January 15, 2016)
•  Visualization of solution methods for solving non-linear equations (.wmv) (January 20, 2016)
• Lecture presentation on "Application problems of non-linear equations in Industrial Engineering and Management" (.wmv) (January 20, 2016) 
• Lecture presentation on "Application problems of non-linear equations in Industrial Engineering and Management" (.pdf) (January 20, 2016)
• Practicals 6-7 (submission templates) (January 27, 2016) 
• Lecture presentation on "Application problems of linear system of algebraic equations in Industrial Engineering and Management" (.wmv) (January 27, 2016)
• Lecture presentation on "Application problems of linear system of algebraic equations in Industrial Engineering and Management" (.pdf) (January 27, 2016) 
• Sessional Test # 01 (5 marks) of NACA-Theory on Wednesday (February 17, 2016)
• Sessional Test # 02 (5 marks) of NACA-Theory on Wednesday (February 17, 2016)
• Assignment-I of Theory (2.5 marks) due on February 20, 2016
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pdf) 
• Practical-8 (submission template) (February 23, 2016) 
• Lecture Presentation on "Lagrange's Interpolation" (.pdf) (February 23, 2016)
• Result: Sessional Test # 01
• Mid-Semester Examination on Tuesday (March 01, 2016)
• Result: Sessional Test # 02
• Result: Mid-Semester Examination (March 10, 2016) 
• Practicals 9-12 (submission templates) (March 14, 2016) 
• Lecture Presentation on "Numerical Integration using Newton-Cote's closed rules" (.wmv) (March 15, 2016)
• Lecture Presentation on "Numerical Integration using Newton-Cote's closed rules" (.pdf) (March 15, 2016) 
• Practicals 13-15 (submission templates) (March 26, 2016)
• Semester Assignment of Practical (5 marks) (March 27, 2016)
• Practicals 16-20 (submission templates) (March 27, 2016)
• Sessional Test of Practical (5 marks) on Wednesday: April 13, 2016
• Assignment-II of Theory (2.5 marks) (April 05, 2016)
• Due date for Assignment-II of Theory is April 15, 2016
• Lecture presentation on "Numerical Differentiation" (.wmv) (for reference)
• Lecture presentation on "Numerical Differentiation" (.pdf) (for reference)
• Result: Sessional Test of NACA-Practical (5 marks) (April 18, 2016)
• Lecture presentation on "Runge-Kutta methods" (.wmv) (for reference)
• Lecture presentation on "Runge-Kutta methods" (.pdf) (for reference)
• Full Result: Sessional Test of Practical (5 marks)
• Result: Programming Assignment of NACA-Practical (5 marks)
• Details: Sessional Marks of NACA-Practical (Announced)
• Result: Assignment-I of NACA-Theory (Announced)
• Result: Assignment-II of NACA-Theory(Announced)
• Details: Sessional Marks of NACA-Theory (Announced)
• Details: Sessional Marks of NACA-Theory (with corrections)
• Final Semester Examination on May, 19, 2016 

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

Even Term (Semester) 2015
(July 20, 2015 to Novemebr 08 , 2015)

 13-BM (Sixth Semester) 

"Numerical Analysis and Computer Applications" (03+01)

• Syllabus (July 20, 2015)
• Tentative Teaching Plan (Theory) (July 20, 2015)
• Tentative Teaching Plan (Practical) (July 20, 2015)
• Tentative Lesson Plan
• Practical Codes (1-20) (July 23, 2015)
• Guidelines for Practical Work Submission (August 04, 2015)
• Practical Journal of NACA for 13BM (August 04, 2015)  
• Problem Allocation File for Practicals (August 04, 2015) 
• Practicals 1-5 (Templates) (August 04, 2015) 
• Visualization of solution methods for solving non-linear equations (.wmv) (August 16, 2015) 
• Lecture presentation on "Application problems of non-linear equations in Biomedical engineering" (.wmv) (August 16, 2015) 
• Lecture presentation on "Application problems of non-linear equations in Biomedical engineering" (.pdf) (August 16, 2015) 
• Problem sheet # 01  (August 16, 2015)
• Lecture presentation on "Application problems of numerical solution of linear systems in Biomedical engineering" (.wmv) (August 23, 2015)
• Lecture presentation on "Application problems of numerical solution of linear systems in Biomedical engineering" (.pdf) (August 23, 2015)
• Practicals 6-7 (Templates) (August 26, 2015) 
• Sessional Test # 01 on September 02, 2015
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pdf) 
• Sessional Test # 02 on September 09, 2015
• Result: Sessional Test # 01 (September 09, 2015)
• Sessional Test # 02 (Papers "A" and "B") [September 13, 2015] 
• Mid-Semester Examination on September 14, 2015
• Result: Sessional Test # 02 
• Result: Mid-Semester Examination 
• Practical-8 (Template) (September 29, 2015 ) 
• Lecture Presentation on "Lagrange's Interpolation" (.pdf) (October 10, 2015)
• Lecture Presentation on "Numerical Integration" (.wmv) (October 10, 2015)
• Lecture Presentation on "Numerical Integration" (.pdf)  (October 10, 2015)
• Example problems on Gauss Legendre's quadrature method (October 14, 2015)
• Assignment of Practical (5 marks) 
• Practicals 9-12 (Templates) (October 20, 2015)
• Practicals 13-15 (Templates) (October 20, 2015) 
• Sessional Test of Practical (5 marks) on Wednesday: October 28, 2015
• Practicals 16-20 (Templates) (November 01, 2015) 
• Semester Assignment-II (2.5 marks) (November 01, 2015) 
• Result: Sessional Test of Practical
• Result: Assignment of Practical
• Result: Assignments I and II of Theory
• Details: Sessional Marks of 13BM (NACA-Theory)
• Details: Sessional Marks of 13BM (NACA-Practical)  

BOOKS:

• Numerical Methods in Biomedical Engineering by Stanley Dunn, Alkis Constantinides, Prabhas V. Moghe
• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 14-ES (Fourth Semester) [Sections: I and II ]

"Complex Variables and Transforms" (03+00)

• Syllabus (July 22, 2015)
• Tentative Teaching Plan (July 22, 2015)
• Tentative Lesson Plan (July 22, 2015)
• Problem Sheet # 01 (August 09, 2015)
• Guide to Question-2 of Problem Sheet # 01 (August 31, 2015)
• Problem Sheet # 02 (August 31, 2015)
• Submission Date for Problem Sheet # 01: September 02, 2015 (14ES-II) and September 03, 2015 (14ES-I)
• Sessional Test # 01 on September 04, 2015
• 11ES-II: SESSIONAL TEST # 01 WITH SOLUTIONS 
• Problem Sheet # 03 (September 06, 2015) 
• Applications of Line, surface and volume integrals (Some slides are of importance to you!) 
• Some solved problems on Green's theorem (September 06, 2015)
• Submission Date for Problem Sheet # 02: September 07, 2015 (Both sections)
• Submission Date for Problem Sheet # 03: September 09, 2015 (Both sections)
• Sessional Test # 02 on September 11, 2015
• Guide to Question-3 of Problem Sheet # 02 (September 08, 2015) 
• Result: Sessional Test # 01
• Sessional Test # 02 (Papers "A", "B", "C" and "D") [September 13, 2015]
• Mid-Semester Examination on September 14, 2015
• Result: Sessional Test # 02 (14ES-I)
• Result: Sessional Test # 02 (14ES-II)
• Result: Mid-Semester Examination (14ES-I)
• Result: Mid-Semester Examination (14ES-II) 
• Semester Assignment-I (2.5 marks) due on October 14, 2015 (Online submission)
• Problem Sheet # 04 (October 10, 2015)
• Problem Sheet # 05 (October 10, 2015)
• Submission date of Problem Sheets 1-5 is extended to October 23, 2015
• Submission Status: Problem Sheets 1-5 (14ES-I) as on October 22, 2015
• Submission Status: Problem Sheets 1-5 (14ES-II) as on October 22, 2015 
• Semester Assignment-II of 2.5 Marks (October 29, 2015)
• Problem Distribution for 14ES-I (October 29, 2015)
• Problem Distribution for 14ES-II (October 29, 2015)
• Submission Status: Problem Sheets 1-5 (14ES-I) as on November 06, 2015
• Submission Status: Problem Sheets 1-5 (14ES-II) as on November 06, 2015
• Final Submission Status: Problem Sheets 1-5 (14ES-I) as on November 09, 2015
• Final Submission Status: Problem Sheets 1-5 (14ES-II) as on November 09, 2015
• Sessional Marks

BOOKS:

• Complex Variables
• Laplace Transforms

Odd Term (Semester) 2015
(January 05, 2015 to April 26 , 2015)

 13-IN (Fifth Semester) 

"Numerical Analysis and Computer Applications" (03+01)

• Syllabus
• Tentative Teaching Plan (Theory)
• Tentative Teaching Plan (Practical)
• Tentative Lesson Plan
• Practicals 1-20
• Visualization of graphical approach of methods for solving non-linear equations (.wmv)
• Lecture presentation on "Application Problems of Non-Linear equations in Industrial Engineering and Management" (.wmv)
• Lecture presentation on "Application Problems of Non-Linear equations in Industrial Engineering and Management" (.pdf) 
• Problem Sheet # 01 (January 26, 2015) 
• Lecture Presentation on "Application Problems numerical solution of System of Linear Equations in Industrial Engineering and Management" (.wmv-Updated)
• Lecture Presentation on "Application Problems numerical solution of System of Linear Equations in Industrial Engineering and Management" (.pdf-Updated)
• Sessional Test # 01 (NACA-Theory) on February 19, 2015
• Sessional Test # 01 (NACA-Theory) Papers: "A", "B" and "C"
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pdf) 
• Result: Sessional Test # 01 (NACA-Theory) [February 26, 2015]
• Mid-Semester Examination on March 03, 2015
• Question Paper (Mid-Semester Examination)
• Result: Mid-Semester Examination (March 11, 2015) 
• Guidelines for Practical Work Submission (March 12, 2015)
• Problem Allocation File for NACA-Practical (March 12, 2015) 
• Practical Journal (NACA) for 13IN 
• Practical Work Submission Template: Phases-I to IV (March 14, 2015)
• Lecture Presentation on "Lagrange's Interpolation" (.pdf) 
• Lecture Presentation on "Numerical integration" (.wmv)
• Lecture Presentation on "Numerical integration" (.pdf) 
• Assignment-I of Theory (2.5 Marks) [Deadline: April 06, 2015]
• Assignment of Practical (5 Marks) [Deadline: April 10, 2015]
• Problems on Gauss-Legendre's Quadrature Method (April 07, 2015) 
• Sessional Test # 02 (NACA-Theory) on April 09, 2015
• Practical Work Submission Template: Phases V-VII (April 12, 2015) 
• Sessional Test # 02 (NACA-Theory) Papers: "A" and "B" 
• Sessional Test of NACA-Practical on April 23, 2015
• Assignment-II of NACA-Theory [Deadline April, 24, 2015]
• Result: Sessional Test # 02 (NACA-Theory)
• Result: Assignment-I of NACA-Theory 
• Result: Sessional Test of Practical 
• Result: Assignment-I of NACA-Theory (Revised) 
• Result: Assignment-II of NACA-Theory
• Result: Programming Assignment of NACA-Practical
• Details of Sessional Marks (NACA-Practical) 
•  Details: Sessional Marks (NACA-Theory)

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 14-ES (Third Semester) [Sections: I and II ]

"Differential Equations and Fourier Series" (03+00)

• Syllabus
• Tentative Teaching Plan
• Tentative Lesson Plan
• Problem Sheet # 01 (January 18, 2015)
• Problem Sheet # 02 (January 19, 2015) 
• Problem Sheet # 03 (January 21, 2015)
• Problem Sheet # 03 (Updated) 
• Problem Sheet # 04 (January 31, 2015)
• Problem Sheet # 04 (Updated) 
• Problem Sheet # 05 (January 31, 2015) 
• Problem Sheet # 05 (Updated)
• Sessional Test # 01 on February 18, 2015
• Sessional Test # 01 (Papers "A", "B", "C" and "D")
• Problem Sheet # 06 (February 21, 2015)
• Problem Sheet # 07 (February 21, 2015) 
• Result: Sessional Test # 01 of 14ES-I (February 22, 2015) 
• Result: Sessional Test # 01 of 14ES-II (February 27, 2015)
• Mid-Semester Examination on March 03, 2015
• Question Paper (Mid-Semester Examination)
• Result: Mid-Semester Examination (March 10, 2015) 
• Problem Sheet # 08 (March 31, 2015)
• Assignment-I (2.5 Marks) [Deadline: April, 01, 2015]
• Problem Sheet # 09 (April 01, 2015)
• Sessional Test # 02 on April 15, 2015
• Seesional Test # 02 (Papers "A", "B", "C" and "D")
• Problem Sheet # 10 (April 21, 2015) FINAL
• Assignment-II (2.5 Marks) [Deadline: April 24, 2015] 
• Result: Sessional Test # 02 
• Problem Sheet # 11 
• Result: Assignment-I (2.5 Marks)
• Result: Assignment-II (2.5 Marks)
• Details: Sessional Marks (14ES-I)
• Details: Sessional Marks (14ES-II)    

BOOKS:

• Book-1
• Book-2

Even Term (Semester) 2014
(July 21, 2014 to Nov. 09 , 2014)

 13-TL (Fourth Semester) [Sections: I and II ]

"Complex Variables and Transforms" (03+00)

• Syllabus
• Tentative Teaching Plan
• Tentative Lesson Plan
• Sessional Test # 01 on Wednesday (Sept. 03, 2014)
• Sessional Test # 01 (Papers "A" and "B" with solutions) 
• Result: Sessional Test # 1 
• Lecture Presentation on "Line, Surface and Volume Integrals with applications to Green's and Stoke's theorems" (Only few slides within are for you!) 
• Few solved problems on Green's theorem 
• Problem Sheet # 01
• Problem Sheet # 02
• Problem Sheet # 03
• Mid-Semester Examination on Monday (Sept. 15, 2014)
• Guide to Question 09-13 of Problem Sheet # 03
• Guide to Question-2 of Problem Sheet # 01
• Result: Mid-Semester Examination of 13TL-I (Sept. 21, 2014) 
• Result: Mid-Semester Examination of 13TL-II (Sept. 21, 2014) 
• Sessional Test # 02 on Wednesday (Oct. 22, 2014)
• Sessional Test # 02 (Papers "A", "B" and "C") 
• Result: Sessional Test # 02 (Oct. 27, 2014)
• Semester Assignemnt-II (Oct. 29, 2014)
• Assignment-II (Problem Distribution for 13TL-I) 
• Assignment-II (Problem Distribution for 13TL-II) 
• Online Conceptual Quiz on Transforms: Semester Assignment-III (2.5 Marks-Released Nov. 05, 2014)
• Semester Assignment-II (Deadline extended to Nov. 05, 2014)
• Result: Semester Assignment-I (Nov. 02, 2014)
• Online Conceptual Quiz on Transforms: Semester Assignment-III of 2.5 Marks (Hard Deadline is Nov. 07, 2014 up to 11:00PM PST)
• Result: Semester Assignment-III (Nov. 11, 2014) 
• Final Result: Semester Assignment-III (Nov. 17, 2014)
• Result: Semester Assignment-II (Nov. 17, 2014) 
• Details: Sessional Marks of 13TL in CVT (Nov. 17, 2014) 
• Problem Sheet # 04 
• Final Examination on Nov. 25, 2014   

BOOKS:

• Complex Variables by Schaum's series outlines
• Laplace Transforms by Schaum's series outlines

 14-CRP (Second Semester) 

"Planning Data Analysis" (03+00)

• Syllabus
• Tentative Teaching Plan
• Tentative Lesson Plan
• Problem Sheet # 01
• Problem Sheet # 02 
• Problem Sheet # 03 (Sept. 08, 2014) 
• Sessional Test # 01 on Thursday (Sept. 11, 2014)
• Sessional Test # 01 (Papers "A", "B" and "C")
• Result: Sessional Test # 01 (Sept. 18, 2014)
• Mid-Semester Examination on Tuesday (Sept. 16, 2014)
• Result: Mid-Semester Examination (Sept. 20, 2014)
• Problem Sheet # 04 (Oct. 27, 2014)
• Problem Sheet # 05 (Oct. 27, 2014) 
• Semester Assignment-I of 2.5 Marks (Oct. 27, 2014)
• Sample Assignment-I
• Lecture presentation on "Hypothesis Testing problems about two populations" (.pdf) 
• Lecture presentation on "Hypothesis Testing problems about two populations" (.wmv) 
• Sessional Test # 02 on Nov. 07, 2014 (Friday)
• Few Words to Tune You Up! 
• Lecture presentation on "Chi-Squared Goodness of Fit Test" (.pdf) 
• Lecture presentation on "Chi-Squared Goodness of Fit Test" (.wmv) 
• Lecture presentation on "Chi-Squared Test of Independence" (.pdf) 
• Lecture presentation on "Chi-Squared Test of Independence" (.wmv) 
• Lecture presentation on "Method of Least Squares', Linear Regression and Correlation" (.pdf) 
• Lecture presentation on "Method of Least Squares', Linear Regression and Correlation" (.wmv) 
• Semester Assignment-I (Submission deadline extended to Nov. 05, 2014)
• Semester Assignment-II of 2.5 Marks (Nov. 03, 2014) 
• Sessional Test # 02 (Papers "A", "B")
• Problem Sheet # 06 (Nov. 11, 2014) 
• Result: Sessional Test # 02 (Nov. 12, 2014) 
• Result: Semester Assignment-I (Nov. 15, 2014)
• Result: Semester Assignment-II (Nov. 15, 2014)
• Details: Sessional Marks of 14CRP in PDA (Nov. 18, 2014) 
• Problem Sheet # 07 (Dec. 08, 2014) 
• Final Examination on Dec. 10, 2014     

BOOKS:

• Beginning Statistics by Schaum's Series Outlines
• Basic Statistics: Understanding Convential Methods and Modern Insights
• Fundamentals of Probability and Statistics for Engineers
• Statistics: Problems and Solutions
• Probability and Statistics by DeGroot
• Statistics for Business and Economics
• Probability and Statistics for Engineers and Scientists
• Finance-Statistics and Econometrics
• Mathematical Statistics with Applications
• Introduction to Mathematical Statistics
• A modern Introduction to Probability and Statistics
• Introductory Statistics with R
• Probability and Statistics for Engineering and Sciences
• Puzzles and Problems in Probability and Mathematical Statistics
• Basic Statistics for Business and Economics
• Fundamentals of Probability and Statistics for Engineers
• Statistics and Probability for Engineering Applications
• Handbook of Statistics
• Advanced Calculus with Applications in Statistics
• Introduction to Bayesian Statistics
• Regression (Linear Models in Statistics)
• Statistics for Research
• Probability Statistics and Queueing Theory with Computers
• Mathematical Statistics
• Biostatistics-Statistical Analysis with Excel
• A Guide to Business Statistics
• Common Errors in Statistics and How to avoid them
• Statistics Exercises
• Everyday Probability and Statistics (Health, Elections, Gambling and War)
• Applied Statistics and Probability for Engineers
• A Modern Introduction to Probability and Statistics
• Experimental Design and Statistics for Psychology
• The Concise Encyclopedia of Statistics
• Statistics Explained
• A First Course in Probability
• Introduction to Probability
• Probability for Risk Management
• Fundamentals of Applied Probability and Random processes
• Probability and Statistical Inference
• Introduction to Probability Theory and its Applications
• Probability Theory: The Logic of Science
• Introduction to Probability Models
• Theory of Probability and Random Processes

Odd Term (Semester) 2014
(Jan 06, 2014 to April 27, 2014)

 12-MT (Fifth Term) 

"Numerical Methods and Computations" (04+02)

• Syllabus
• Tentative Teaching Plan (Theory)
• Tentative Teaching Plan (Practical)
• Tentative Lesson Plan
• Practical 01 (C++ Code) 
• Practical 02 (C++ Code) 
• Practicals 01-19 (C++ Codes) 
• Visualization of graphical approach of methods for solving non-linear equations (.wmv) 
• Lecture Presentation on LU-Decomposition (.wmv) 
• Lecture Presentation on LU-Decomposition Methods (.pdf) 
• Guidelines for Practical Journal  
• Problem Allocation file for Practical Journal 
• Practical Journal (NMC) 
• Sessional Test # 01 (Feb. 12, 2014)
• Result: Sessional Test # 01 
• First Position Script in Sessional Test # 01 (12MT80) 
• Result: Sessional Test # 01 (Final) 
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pdf)
• Lecture Presentation on "Lagrange's Interpolation" (.pdf) 
• Sessional Test # 02: Papers "A" and "B" (March 19, 2014) 
• Result: Sessional Test # 02 
• Practical Work Submission (Template) 
• Lecture Presentation on Numerical Solution of Laplace Equation (.wmv) 
• Lecture Presentation on Numerical Solution of Laplace Equation (.pdf)
• Lecture Presentation on Applications of Numerical Solution to Non-Linear Equations in Metallurgy and Materials Engineering (.wmv)  
• Lecture Presentation on Applications of Numerical Solution to Non-Linear Equations in Metallurgy and Materials Engineering (.pdf) 
• Assignment of 05 Marks (Deadline: April 28, 2014)
• Sessional Test # 03: Papers "A" and "B" (April 21, 2014)
• Sessional Test of 10 Marks (NMC-Practical) on April 23, 2014
• Lecture Presentation on Application Problems of Linear Systems of Algebraic Equations in Metallurgy and Materials Engineering (.pdf) 
• Lecture Presentation on Application Problems of Linear Systems of Algebraic Equations in Metallurgy and Materials Engineering (.wmv) 
• Result: Sessional Test # 03 
• Result: Sessional Tests of Practical 
• Lecture Presentation on Application Problems of Numerical Solution of Differential Equations in Metallurgy and Materials Engineering (.wmv) 
• Lecture Presentation on Application Problems of Numerical Solution of Differential Equations in Metallurgy and Materials Engineering (.pdf)
• Details: Sessional Marks of 12MT (NMC-Theory) 
• Details: Sessional Marks of 12MT (NMC-Practical)
• Grading Details (NMC-Practical)      

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 12-SW (Fifth Term) [Sections: I and II ] 

"Statistical Methods and Estimations" (04+00)

• Syllabus
• Tentative Lesson Plan
• Tentative Teaching Plan
• Problem Sheet # 01
• Problem Sheet # 02 (January 28, 2014)
• Problem Sheet # 03 (February 03, 2014)
• Sessional Test # 01 on February 13, 2014
• Result Sessional Test # 01
• First Position Scripts in 12SW-I (12SW05 and 12SW07)
• First Position Script in 12SW-II (12SW14)
• Sessional Test # 01 (Paper with Answers)
• Problem Sheet # 04 (February 15, 2014)
• Result: Sessional Test # 01 (With Corrections)
• Problem Sheet # 05 (February 27, 2014)
• Answers to Problem Sheet # 02 (March 12, 2014)
• Answers to Problem Sheet # 03 (March 12, 2014)
• Answers to Problem Sheet # 04 (March 12, 2014)
• Answers to Problem Sheet # 05 (March 16, 2014)
• Sessional Test # 02: Papers "A" and "B" (March 20, 2014)
• Result: Sessional Test # 02
• Problem Sheet # 06 (March 29, 2014)
• Problem Sheet # 07 (March 31, 2014)
• Few Important Words to Tune You Up
• Lecture Presentation on Hypothesis Testing problems about two populations (.wmv)
• Lecture Presentation on Hypothesis Testing problems about two populations (.pdf)
• Lecture Presentation on Chi-Squred Goodness of Fit Test (.wmv)
• Lecture Presentation on Chi-Squared Goodness of Fit Test 
• Lecture Presentation on Chi-Squared Test of Independence (.wmv)
• Lecture Presentation on Chi-Squared Test of Independence (.pdf)
• Lecture Presentation on Linear Regression and Correlation (.wmv)
• Lecture Presentation on Linear Regression and Correlation (.pdf)
• Assignment-1 of 2.5 Marks (Deadline: April 13, 2014)
• Problem Sheet # 08 (Final!)
• Assignment-2 of 2.5 Marks (Deadline: April 27, 2014)
• Sessional Test # 03 on Thursday (April 24, 2014)
• Result: Sessional Test # 03
• Answers to Problem Sheet # 08 (May 10, 2014)
• Answers to Problem Sheet # 06 (May 15, 2014)
• Answers to Problem Sheet # 07 (May 16, 2014)
• Details: Marks on Assignments 1 and 2
• Details: Sessional Marks of 12SW (SME)
• Details with Corrections: Sessional Marks of 12SW (SME)
   

BOOKS:

• • Beginning Statistics by Schaum's Series Outlines
  • Basic Statistics: Understanding Convential Methods and Modern Insights
  • Fundamentals of Probability and Statistics for Engineers
  • Statistics: Problems and Solutions
  • Probability and Statistics by DeGroot
  • Statistics for Business and Economics
  • Probability and Statistics for Engineers and Scientists
  • Finance-Statistics and Econometrics
  • Mathematical Statistics with Applications
  • Introduction to Mathematical Statistics
  • A modern Introduction to Probability and Statistics
  • Introductory Statistics with R
  • Probability and Statistics for Engineering and Sciences
  • Puzzles and Problems in Probability and Mathematical Statistics
  • Basic Statistics for Business and Economics
  • Fundamentals of Probability and Statistics for Engineers
  • Statistics and Probability for Engineering Applications
  • Handbook of Statistics
  • Advanced Calculus with Applications in Statistics
  • Introduction to Bayesian Statistics
  • Regression (Linear Models in Statistics)
  • Statistics for Research
  • Probability Statistics and Queueing Theory with Computers
  • Mathematical Statistics
  • Biostatistics-Statistical Analysis with Excel
  • A Guide to Business Statistics
  • Common Errors in Statistics and How to avoid them
  • Statistics Exercises
  • Everyday Probability and Statistics (Health, Elections, Gambling and War)
  • Applied Statistics and Probability for Engineers
  • A Modern Introduction to Probability and Statistics
  • Experimental Design and Statistics for Psychology
  • The Concise Encyclopedia of Statistics
  • Statistics Explained
  • A First Course in Probability
  • Introduction to Probability
  • Probability for Risk Management
  • Fundamentals of Applied Probability and Random processes
  • Probability and Statistical Inference
  • Introduction to Probability Theory and its Applications
  • Probability Theory: The Logic of Science
  • Introduction to Probability Models
  • Theory of Probability and Random Processes

 Even Term (Semester) 2013
(July 22, 2013 to Nov 10, 2013)

 11-SW (Sixth Term) [Sections I and II ] 

"Numerical Methods" (04+00)

• Syllabus
• Tentative Teaching Plan
• Lesson Plan
• Visualization of Solution Methods for Solving Non-Linear Equations
• C++ codes for numerical methods for solving non-linear equations 
• Problem Sheet # 01 
• Lecture Presentation on "Matrix Factorization or LU-Decomposition Methods" (.pdf)
• Sessional Test # 01 (papers "A" and "B") 
• Solutions: Sessional Test # 01 (with correction) 
• Result: Sessional Test # 01 (with Corrections) 
• Applications of Non-Linear Equations in Software Engineering 
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pdf)
• Lecture Presentation on "Lagrange's Interpolation" (.pdf) 
• Result: Sessional Test # 01 (final) 
• Sessional Test # 02 (Papers "A", "B" and "C")
• Result: Sessional Test # 02  
• Sessional Test # 03 (Papers "A", "B" and "C") 
• Result: Sessional Test # 03 
• Details: Sessional Marks 11SW 
• Lecture Presentation on Spline's Interpolation (with solved examples)   

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 12-BM (Fourth Term) 

"Linear Algebra and Numerical Methods" (04+00)

• Syllabus
• Tentative Teaching Plan
• Lesson Plan
• Problem Sheet # 01 
• Sessional Test # 01 (Papers "A" and "B")
• Solutions: Sessional Test # 01 (with correction)
• Result: Sessional Test # 01 (with Corrections)
• Lecture Presentation: "Application Problems of Linear Systems in Biomedical Engineering" (.pdf) 
• Lecture Presentation: "Application Problems of Linear Systems in Biomedical Engineering" (.wmv)
• Problem Sheet # 02 
• Result: Sessional Test # 01 (final) 
• Lecture Presentation: "Applications of Non-linear Equations in Biomedical Engineering" (.pdf) 
• Lecture Presentation: "Applications of Non-linear Equations in Biomedical Engineering" (.wmv) 
• Problem Sheet # 03 
• Guide to Problem Sheet # 02 
• Sessional Tests # 02 and 03 (Papers "A" and "B") 
• Result: Sessional Tests # 02 and 03 
• Details: Sessional Marks 12BM  

BOOKS:

• Numerical Methods in Biomedical Engineering by Stanley Dunn, Alkis Constantinides, Prabhas V. Moghe
• Introduction to Matrix Algebra
• Matrix Analysis and Applied Linear Algebra
• Numerical Analysis using Matlab and Spreadsheets

Odd Term(Semester) 2013

 11-IN (Fifth Term) 

"Numerical Analysis and Computer Applications" (04+02)

• Syllabus
• Tentative Teaching Plan (Theory)
• Tentative Teaching Plan (Practical)
• Practicals 01-07 (.CPP files)
• Visualization of Solution Methods for Solving Non-Linear Equations 
• Lecture Presentation on "Matrix Factorization or LU-Decomposition Methods " (.pps) 
• Lecture Presentation on "Matrix Factorization or LU-Decomposition Methods" (.pdf)
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pdf)
• Practicals 08-12 (.CPP files) 
• Lecture Presentation on "Lagrange's Interpolation" (.pps) 
• Lecture Presentation on "Lagrange's Interpolation" (.pdf)   
• Sessional Test # 01 (NACA-Theory) Papers "A" and "B" 
• Solutions to Sessional Test # 01 (NACA-Theory)
• Result: Sessional Test # 01 (NACA-Theory) 
• Practicals 13-19 (.CPP files) 
• Sessional Test # 02 (NACA-Theory) Papers "A" and "B" 
• Result: Sessional Test # 02 (NACA-Theory)
• Practical Journal of NACA (with Instructions)
• Problem Allocation file (for Practicals) 
• Lecture Presentation on "Application Problems of Non-Linear equations in Industrial Engineering" (.pps)
• Lecture Presentation on "Application Problems of Non-Linear equations in Industrial Engineering" (.pdf) 
• Lecture Presentation on "Numerical Solution of Laplace Equation by Finite Difference method" (.pdf) 
• Lecture Presentation on "Numerical Solution of Laplace Equation by Finite Difference method" (.pps) 
• Lecture Presentation on "Application Problems on Linear System of Equations in Industrial Engineering " (.pdf) 
• Lecture Presentation on "Application Problems on Linear System of Equations in Industrial Engineering " (.pps) 
• Lecture Presentation on "Application Problems on Ordinary Differential Equations in Industrial Engineering" (.pdf)
• Lecture Presentation on "Application Problems on Ordinary Differential Equations in Industrial Engineering" (.pps)  
• Assignment (NACA-Theory) 
• Sessional Test # 03 (NACA-Theory) Papers "A" and "B" 
• Result: Sessional Test # 03 (NACA-Theory) 
• Result: Sessional Test (NACA-Practical) 
• Result: Sessional Test (NACA-PRACTICAL) Final 
• Details: Sessional Marks (NACA-Theory) 
• Sessional Test of Practical (Paper with Answers) 
• Details: Sessional Marks (NACA-Practical) 

BOOKS:

• Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
• Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
• Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
• Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
• Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
• Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
• Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

 13-CRP (First Semester) 

"Calculus and Statistical Methods" (03+00)

• Syllabus
• Tentative Teaching Plan
• Problem Sheet # 01 (a) 
• Problem Sheet # 01 (updated) 
• Sessional Test # 01 (Papers "A" and "B") 
• Solutions to Sessional Test # 01 
• Result: Sessional Test # 01 
• Problem Sheet # 02 
• Problem Sheet # 01 (Answers) 
• Mid-Semester Examination (Question Paper)
• Problem Sheet # 02 (Answers) 
• Mid-Semester Examination (Result)
• Sessional Test # 02 (Papers "A" and "B")
• Result: Sessional Test # 02
• Compulsory Semester Assignment
• Guidelines for Final Examination (First Semester)
• Result: Sessional Test # 02 (final)
• Details: Sessional Marks (CSM)
     

BOOKS:

• Book-1 (BC, S. S.)
• Book-2 (D and I C, S. S.)
• Book-3 (AC, S. S.) 

 13-TE (First Semester) 

"Applied Calculus" (03+00)

• Syllabus
• Tentative Teaching Plan
• Problem Sheet # 01 (a) 
• Problem Sheet # 01 (updated)
• Sessional Test # 01 (Papers "A" and "B") 
• Solutions to Sessional Test # 01 
• Result: Sessional Test # 01
• Problem Sheet # 02 
• Problem Sheet # 01 (Answers) 
• Mid-Semester Examination (Question Paper) 
• Problem Sheet # 02 (Answers) 
• Mid-Semester Examination (Result) 
• Sessional Test # 02 (Papers "A" and "B") 
• Result: Sessional Test # 02
• Compulsory Semester Assignment
• Guidelines for Final Examination (First Semester) 
• Result: Sessional Test # 02 (final)
• Details: Sessional Marks (AC)     

BOOKS:

• Book-1 (BC, S. S.)
• Book-2 (D and I C, S. S.) 
• Book-3 (AC, S. S.)

Even Term 2012

11-CS (I and II) 

"Laplace Transforms and Discrete Mathematics" (LTDM)

• Syllabus (LTDM)
• Tentative Teaching Plan (LTDM)
• Lesson Plan (LTDM)
• Sessional Test # 01 of 11CS-I (Papers "A" and "B")
• Sessional Test # 01 of 11CS-II (Papers "A" and "B")
• Sessional Test # 01 (Result : 11CS)
• 11CS-I First Position Script in Test # 01 (11CS21)
• 11CS-II First Position Script in Test # 01 (11CS12)
• Sessional Test # 2a of 11CS (Papers "A" and "B")
• Sessional Test # 2b of 11CS (Papers "C" and "D")
• Sessional Test # 02 (Result : 11CS)
• 11CS-I First Position Script in Test # 02 (11CS21)
• 11CS-II First Position Script in Test # 02 (11CS12) 
• Assignment Questions  
• Sessional Test # 03 of 11CS (Papers "A", "B" and "C")
• Shortest Path Problem (Dijkstra's Algorithm with Solved Example) 
• Minimal Spanning Tree (Prim's Matrix Algorithm and Solved Problem)
• Lecture Presentation on "Introduction to Trees and Huffman Coding Scheme" (.ppt) 
• Lecture Presentation on "Networks, Minimal Spanning Tree and Prim's Matrix Algorithm" (.ppt) 
• Recurrence Relation-II for Bessel's Function (Proof) 
• Sessional Test # 03 (Result : 11CS) 
• Details: Sessional Marks of 11CS 
• Details: Sessional Marks of 11CS (with corrections) 
• Details: Sessional Marks of 11CS (Final) 

BOOKS:

• Laplace Transforms
• Discrete Mathematics

11-ES - II  

 "Complex Variables and Transforms" (CVT)

• Syllabus (CVT)
• Tentative Teaching Plan (CVT)
• Lesson Plan (CVT)
• Applications of Line Integral and Green's Theorem (Only few slides are for you. Refer others if you want)
• Sessional Test # 01 (Paper)
• Sessional Test # 01 (Solutions)
• Sessional Test # 01 (Result)
• First Position Script in Test # 01 (11ES118)
• Seccond Position Script in Test # 01 (11ES81)
• Some Solved Problems on Green's Theorem
• Sessional Test # 02 (Papers "A", "B" and "C")
• Sessional Test # 02 (Result)
• First Position Script in Test # 02 (11ES90)
• Second Position Script in Test # 02 (11ES85) 
• Sessional Test # 03 (Papers "A", "B" and "C")
• Assignment of C. V. T. (11ES-II) 
• Sessional Test # 03 (Result) 
• Past Papers of C. V. T. 
• Details: Sessional Marks of 11ES-II 

BOOKS:

• Complex Variables
• Laplace Transforms

Odd Term 2012

  10-CE-I  

 "Linear Algebra and Numerical Methods"

• Syllabus (LANM-Theory)
• Tentative Teaching Plan (LANM-Theory)
• Lesson Plan (LANM-Theory)
• Tentative Teaching Plan (LANM-Practical)
• Lecture Presentation on "Applications of System of Equations in Civil Engineering" (.pps)
• Lecture Presentation on "Applications of System of Equations in Civil Engineering" (.ppt)
• Sessional Test # 01 (LANM-Theory)
• Solutions to Sessional Test # 01 (LANM-Theory)
• Result of Sessional Test # 01 (LANM-Theory)
• Lecture Presentation on "Visualization of Numerical solution methods for Non-linear Equations" (.pps)
• Lecture Presentation on "Matrix Factorization Methods (LU-Decomposition) to solve System of Equations and to invert a Matrix" (.pdf)
• Lecture Presentation on "Matrix Factorization Methods (LU-Decomposition) to solve System of Equations and to invert a Matrix" (.pps)
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pdf)
• Lecture Presentation on "Interpolation, Extrapolation and Difference Operators" (.pps)
• Lecture Presentation on "Lagrange's Interpolation" (.pdf)
• Lecture Presentation on "Lagrange's Interpolation" (.pps)
• Lecture Presentation on "Numerical Integration" (.pdf)
• Lecture Presentation on "Numerical Integration" (.pps)
• Sessional Test of Practical
• Sessional Test # 02 and 03 (Papers A and B)
• Assignment of Theory
• Guidelines for Practical Journal and Deadline for Certification
• Practical Journal (10CE-I)
• Practicals [6-12;14-24] (.CPP files)
• Result: Sessional Test of Practical
• Result of Sessional Test # 02 (LANM-Theory)
• Result of Sessional Test # 03 (LANM-Theory)
• Details: Sessional Marks of Theory (10CE-I)
• Details: Sessional Marks of Practical (10CE-I)

BOOKS:

Matrix
Matrices and Row Operations, Gauss Elimination
Introduction to Matrix Algebra
Matrix Analysis and Applied Linear Algebra
Numerical Analysis using MATLAB and Spreadsheets (google, and download PDF)
Book-1 (Numerical Methods for Engineers and Scientists) [google, and download PDF]
Book-2 (Elementary Numerical Analysis) [google, and download PDF] 
Book-3 (Numerical Analysis, Burden and Faires) [google, and download PDF]
Book-4 (Applied Numerical Methods with MATLAB) [google, and download PDF]
Book-5 (Introduction to Numerical Analysis) [google, and download PDF]
Book-7 (Numerical Analysis, S. S.) [google, and download PDF]

  10-SW ( I and II )  

 "Statistical Methods and Estimations" 

• Syllabus (SME)
• Tentative Teaching Plan
• Lesson Plan (SME)
• Problem Sheet # 01
• Sessional Test # 01 (Paper)
• Sessional Test # 01 (Solutions)
• Sessional Test # 01 (Result)
• Problem Sheet # 02
• Sessional Test # 02 (Papers A and B of 10SW-I)
• Sessional Test # 02 (Papers A and B of 10SW-II)
• Lecture presentation on "Chi-Squared Independence Test" (.pdf)
• Lecture presentation on "Chi-Squared Independence Test" (.pps)
• Lecture on Method of Least Squares' (Linear Regression) and Co-efficient of Correlation (.pdf)
• Lecture on Method of Least Squares' (Linear Regression) and Co-efficient of Correlation (.pps)
• Sessional Test # 03 (Papers A and B of 10SW-I,II)
• Problem Sheet # 03
• Assignment (10SW-I and II)
• Result of Sessional Test # 02 (10SW-I and II)
• Result of Sessional Test # 03 (10SW-I and II)
• Guide to Problem Sheet # 02
• Guide to Problem Sheet # 02 (with corrections in Question-17 and 27)
• Guide to Sessional Test # 03 (Paper-A)
• Guide to Problem Sheet # 03
• Details of Sessional Marks (10SW-I)
• Details of Sessional Marks (10SW-II)

BOOKS

• Beginning Statistics by Schaum's Series Outlines
• Basic Statistics: Understanding Convential Methods and Modern Insights
• Fundamentals of Probability and Statistics for Engineers
• Statistics: Problems and Solutions
• Probability and Statistics by DeGroot
• Statistics for Business and Economics
• Probability and Statistics for Engineers and Scientists
• Finance-Statistics and Econometrics
• Mathematical Statistics with Applications
• Introduction to Mathematical Statistics
• A modern Introduction to Probability and Statistics
• Introductory Statistics with R
• Probability and Statistics for Engineering and Sciences
• Puzzles and Problems in Probability and Mathematical Statistics
• Basic Statistics for Business and Economics
• Fundamentals of Probability and Statistics for Engineers
• Statistics and Probability for Engineering Applications
• Handbook of Statistics
• Advanced Calculus with Applications in Statistics
• Introduction to Bayesian Statistics
• Regression (Linear Models in Statistics)
• Statistics for Research
• Probability Statistics and Queueing Theory with Computers
• Mathematical Statistics
• Biostatistics-Statistical Analysis with Excel
• A Guide to Business Statistics
• Common Errors in Statistics and How to avoid them
• Statistics Exercises
• Everyday Probability and Statistics (Health, Elections, Gambling and War)
• Applied Statistics and Probability for Engineers
• A Modern Introduction to Probability and Statistics
• Experimental Design and Statistics for Psychology
• The Concise Encyclopedia of Statistics
• Statistics Explained
• A First Course in Probability
• Introduction to Probability
• Probability for Risk Management
• Fundamentals of Applied Probability and Random processes
• Probability and Statistical Inference
• Introduction to Probability Theory and its Applications
• Probability Theory: The Logic of Science
• Introduction to Probability Models
• Theory of Probability and Random Processes

Even Term 2011

09-SW-I (Numerical Methods)

• Tentative Teaching Plan
• Sessional Test # 01(Paper-A)
• Sessional Test # 01(Solutions to Paper-A)
• Sessional Test # 01a (Result)
• Sessional Test # 01 (Paper-B)
• Sessional Test # 01 (Solutions to Paper-B)
• Sessional Test # 01 (Complete Result)
• Introduction to Interpolation and Extrapolation (.ppt)
• Lagrange's Interpolation (.ppt)
• Lecture on Spline Interpolation (.pdf presentation)
• Sessional Test # 02 (Papers "A", "B" and "C")
• Sessional Test # 02 (Result)
• Lecture on "Solution of Boundry Value Problems by Finite Difference Method"
• Numerical Solution of Laplace Equation
• Sessional Test # 03 (Papers "A", "B" and "C")
• Sessional Test # 03 (Result)
• Assignment Questions (09SW-I)
• Introduction to Numerical Analysis - J.Stoer,R.Bulirsch
• Principles of Numerical Analysis
• Elementary Numerical Analysis
• Analysis Of Numerical Methods
• An Introduction to Numerical Analysis
• Numerical Analysis 8th Edition by Burden and Faires
• An Introduction to Numerical Analysis for Electrical and Computer Engineers
• Numerical Analysis using Matlab and Spreadsheets
• Numerical Analysis By Richard L. Burden

10-CS-II (Applied Numerical Computation)

• Tentative Teaching Plan
• Practicals of ANC (1-5)
• Practicals of ANC (6-7)
• Sessional Test # 01 (Paper-A)
• Sessional Test # 01 (Solutions to Paper-A)
• Sessional Test # 01a (Result)
• Sessional Test # 01 (Paper-B)
• Sessional Test # 01 (Solutions to Paper-B)
• Sessional Test # 01 (Complete Result)
• Introduction to Interpolation and Extrapolation (.ppt)
• Lagrange's Interpolation (.ppt)
• Practical Journal of "Applied Numerical Computation" (10CS-II)
• Practicals of ANC (".CPP" files)
• Sessional Test # 02 (Papers "A", "B" and "C")
• Sessional Test # 02 (Result)
• Numerical Solution of Laplace Equation
• Sessional Test of Practical (10CS-II)
• Sessional Test of Practical (Result)
• Sessional Test # 03 (Papers "A", "B" and "C")
• Sessional Test # 03 (Result)
• Lecture Presentation on "Visualization of Methods for Solving Non-Linear Equations" (.pps)

• Introduction to Numerical Analysis - J.Stoer,R.Bulirsch
• Principles of Numerical Analysis
• Elementary Numerical Analysis
• Analysis Of Numerical Methods
• An Introduction to Numerical Analysis
• Numerical Analysis 8th Edition by Burden and Faires
• An Introduction to Numerical Analysis for Electrical and Computer Engineers
• Numerical Analysis using Matlab and Spreadsheets
• Numerical Analysis By Richard L. Burden

11-CRP (Planning Data Analysis)

• Syllabus
• Tentative Teaching Plan
• Sessional Test # 01
• Sessional Test # 01 (Result)
• Sessional Test # 02
• Sessional Test # 02 (Result)
• Sessional Test # 03
• Sessional Test # 03 (Result)
• Lecture Presentation on Chi-Squared Independence Test (Slide Show)
• Lecture Presentation on Chi-Squared Independence Test (.pdf)
• Lecture Presentation on Method of Least Squares' (Linear Regression) and Co-efficient of Correlation (Slide Show)
• Lecture Presentation on Method of Least Squares' (Linear Regression) and Co-efficient of Correlation (.pdf)

Odd Term 2011

09-EE (Numerical Analysis)

• Sessional Test # 01
• Sessional Test # 01 (Solutions)
• Sessional Test # 01 (Result)
• Numerical Analysis with C++ (Practical Journal 2011)
• Sessional Test # 02 (Papers A and B)
• Sessional Test # 02 (Result)
• Numerical Analysis By Richard L. Burden
• Introduction to Numerical Analysis - J.Stoer,R.Bulirsch
• Principles of Numerical Analysis
• Analysis Of Numerical Methods
• Numerical Analysis using Matlab and Spreadsheets
• Lecture Presentation on "Numerical Solution of System of Equations"
• Lecture Presentation on "Numerical Integration"
• Numerical Analysis 8th Edition by Burden and Faires
• Lecture Presentation on "Numerical Solution of Partial Differential Equations"
• Introduction to Laplace Equation and its analytic solution by Separation of Variables
• Lecture Presentation on "Finite Difference Solution of Laplace Equation (Examples)"
• Introduction to Heat Equation and its analytic solution by Separation of Variables
•  Introduction to Wave Equation and its Analytic solution by Separation of Variables
• Finite Difference Solution of Wave Equation
• Partial Differential Equations and their Numerical Solution; courtesy: Dr. L.R. Chevalier and Dr. B.A. DeVantier
• Sessional Test of Practical
• Sessional Test # 03 (Papers A and B)
• Sessional Test # 03 (Result)

11-IN(Applied Calculus)

• Sessional Test # 01
• Sessional Test # 01 (Solutions)
• Sessional Test # 01 (Result)
• Sessional Test # 02 (Papers A, B and C)
• Sessional Test # 02 (Result)
• Sessional Test # 03 (Papers A and B)
• Sessional Test # 03 (Result)

11-CRP( Calculus and Statistical Methods)

• Sessional Test # 01
• Sessional Test # 01 (Solutions)
• Sessional Test # 01 (Result)
• Sessional Test # 02 (Papers A and B)
• Sessional Test # 02 (Result)
• Sessional Test # 03 (Papers A and B)
• Sessional Test # 03 (Result)

Even Term 2010

09-CS-II (Laplace Transforms and Discrete Mathematics)

• Syllabus
• Tentative Teaching Plan
• Sessional Test # 01 (Papers A, B, C)
• Solutions to Sessional Test # 01 (Paper-A)
• Solutions to Sessional Test # 01 (Paper-B)
• Solutions to Sessional Test # 01 (Paper-C)
• Sessional Test # 02 (Papers A, B, C)
• Sessional Test # 03
• Book: Theory and Problems of Laplace Transforms by Schaum's Outline Series
• Book: Discrete Mathematics and Its Applications (6th edition) by Kenneth H. Rosen

09-TE-II (Numerical Methods)

• Tentative Teaching Plan
• Matrix
• Matrices and Row Operations, Gauss Elimination
• Sessional Test # 02 (Papers, A, B, C )
• Lecture Presentation on "Numerical Solution of System of Equations"
• Lecture Presentation on "Newton's Finite Difference Interpolation Techniques"
• Lecture Presentation on "Numerical Integration"
• Lecture Presentation on "Course Review"
• Introduction to Matrix Algebra
• Matrix Analysis and Applied Linear Algebra
• Introduction to Numerical Analysis - J.Stoer,R.Bulirsch
• Principles of Numerical Analysis
• Elementary Numerical Analysis
• Analysis Of Numerical Methods
• An Introduction to Numerical Analysis
• Numerical Analysis 8th Edition by Burden and Faires
• An Introduction to Numerical Analysis for Electrical and Computer Engineers
• Numerical Analysis using Matlab and Spreadsheets
• Numerical Analysis By Richard L. Burden

10-CRP (Planning Data Analysis)

•  Syllabus
• Tentative Teaching Plan