Bangladesh University of Business and Technology (BUBT)

COURSE OUTLINE

Program: B.Sc. CSE

Semester:Summer, 2017

Intakes: 31 (day)

Course Teacher: Tarique Latif

Objectives:

Upon completion of this course, students should be able to:

1.Select and apply appropriate numerical techniques for solving common scientific/engineering problems.

2.Estimate the accuracy and reliability of common numerical algorithms.

3.Explain why and when certain routines may fail in special situations.

Course Information:

Course Code: CSE 223

Course Title: Numerical Analysis

Credit: 3 Credits

Instructor Information:

Instructor: Tarique Latif

Room:304(Permanent Campus)

Phone: 01758303149

E-Mail:

Class Schedule:

Day / Time / Room No
Saturday / 01:15PM-02:15PM / 320
Sunday / 09:35 PM – 10:35PM / 906
Thursday / 09:35 PM – 10:35PM / 910

Office Hours:

Day / 08:30-09:30 / 09:35-10:35 / 10:40-11:40 / 11:45-12:45 / 01:15- 02:15 / 02:20 -03:20 / 03:25- 04:25 / 04:30-05:30 / 06:00-07:30 / 07:45-09:00
Saturday / O.H. / O.H / O.H
Sunday / O.H / O.H / O.H.
Monday / O.H. / O.H.
Tuesday
Wednesday / O.H. / O.H.
Thursday / O.H. / O.H. / O.H. / O.H.
Friday / O.H.

Course Contents and Teaching Schedule:

Month / Week / Lecture / Topics / Chapter / Remarks
June 04-10, 2017 / 1 / 1 / Introduction to numerical analysis, Numerical data, Analog computing, Digital computing, Process of numerical computing / Ch 1 / Balagurusamy
2 / Characteristics of numerical computing, Conversion of numbers, Representation of numbers / Ch1, 3 / ,,
3 / Error in computing, Significant digits, Error taxonomy / Ch 4 / ,,
June 11-17, 2017 / 2 / 4 / Error representation, Error propagation / Ch 4 / ,,
5 / Introduction to nonlinear equation, classification, methods of solution / Ch 6
6 / Bracketing methods, Bisection method derivation and simulation / Ch 6 / Quiz-1
June 18-22, 2017 / 3 / 7 / Bisection method advantages, application, limitations / Ch 6
8 / False position methodderivation and simulation
9 / False position methodadvantages, application, limitations / Ch 6
June 23-30, 2017 / Shab-e-Qadar and Eid-ul-Fitre
July 01- 07, 2017 / 4 / 10 / Newton Raphson methodderivation and simulation / Ch 6
11 / Newton Raphson methodadvantages, application, limitations / Ch 6
12 / Secant methodderivation and simulation, / Ch 6 / Quiz-2
July 08- 15, 2017 / 5 / 13 / Secant methodadvantages, application, limitations / Ch 6
14 / Fixed point method derivation and simulation / Ch 6
15 / Fixed point method advantages, application, limitations / Ch 6
Introduction to interpolation / Ch 9 / Class Test
July 16- 20, 2017 / 6 / 16 / Linear interpolation / Ch 9
17 / Lagrange interpolation / Ch 9
18 / Revise class
July 22- Aug 01, 2017 / 7 / 19 / Mid-term Examination
20
21
Aug 02-08, 2017 / 8 / 22 / Introduction to linear system / Ch 7
23 / Existence of solution, solution by elimination / Ch 7
24 / Basic Gauss elimination method simulation / Ch 7
Aug 09-15, 2017 / 9 / 25 / Limitation of basic Gauss elimination method / Ch 7 / Quiz-3
26 / Elimination with pivoting, Advantages and limitations / Ch 7
27 / Gauss Jordan method, advantage of Gauss Jordan method / Ch 7
Aug 16-22, 2017 / 10 / 28 / Iterative methods for linear system solution, application / Ch 8
29 / Jacobi iteration method, simulation, limitation / Ch 8
30 / Gauss Seidal method, simulation, advantages / Ch 8 / Quiz-4
Aug 23-29, 2017 / 11 / 31 / Newton interpolation method derivation / Ch 9
32 / Newton interpolation simulation / Ch 9
33 / Numerical intergration introduction / Ch 12
Aug 30-Sep 05, 2017 / Eid-ul-Azha
Sep 06-13, 2017 / 12 / 34 / Trapezoidal rule introduction derivation / Ch 12
35 / Trapezoidal rule error calculation, mathematical problem / Ch 12
36 / Simpson 1/3 rule derivation, error calculation / Ch 12
Simpson 3/8 rule derivation, mathematical application / Ch 12 /

Class Test

Sep 14-20, 2017 / 13 / 37 / Solution of differential equation, Eular method /

Ch 13

38 / Hune's method, RK method /

Ch 13

39 / Revise class
(Sep 23-Oct 03, 2017)
Semester Final Examination /

Semester Final Examination

Result Publication Oct 07,2017

Refrence Books:

1. Numerical Methods by E. Balagurusamy

Assessment Weightage (Evaluation and Grading Policy)

Class Attendance / : / 05%
Quiz / : / 05%
Class Test / : / 10%
Midterm Examination / : / 30%
Final Examination / : / 40%
Viva–Voice / : / 10%

Grading System:

Numerical Grade / Letter Grade / Grade Pont
80% and above / A+ / (A Plus) / 4.00
75% to less than 80% / A / (A Regular) / 3.75
70% to less than 75% / A- / (A Minus) / 3.50
65% to less than 70% / B+ / (B Plus) / 3.25
60% to less than 65% / B / (B Regular) / `3.00
55% to less than 60% / B- / (B Minus) / 2.75
50% to less than 55% / C+ / (C Plus) / `2.50
45% to less than 50% / C / (C Regular) / 2.25
40% to less than 45% / D / 2.00
Less than 40% / F / 0.00

Exam Dates:

To be determined by the controller section of BUBT.

Special Instructions:

Class lectures and lab works are believed to be the most effective and reliable source of knowledge for this course. Therefore, students are strongly encouraged to participate in all classes attentively.

Students will not be allowed to enter into the classroom after 20 mins of the starting time. Students must have at least 50% class attendance to sit for the midterm and final exam.

All mobile phones must be turned to silent in the class room.

There is zero tolerance in case of Cheating (copying form incriminating documents, writing on the palm of hand, back of calculator and admit cards, chairs or nearby walls) in the exam hall.

There will be no make-up examination for Quiz test, Class Test and Lab final examinations.

Signature of Course Teacher