Courses Taught in Dhaka University:
Fundamentals of Mathematics (MTH-101)
Even Section
Monday 8.00 am – 8.50 am
Wednesday 10.00 am – 10.50 am
Room No.: 303, A. F. Mujibur Rahman GANIT Building
Odd Section
Monday 9.00 am – 9.50 am
Wednesday 11.00 am – 11.50 am
Room No.: 302, A. F. Mujibur Rahman GANIT Building
For Course Outline Click Here
Textbooks:
1. Set Theory Schaum Series
2. Discrete Mathematics & It’s Applications Kenneth H. Rosen
Calculus – I (MTM – 102)
Physics Department
Tuesday: 9.00 am – 9.50 am
Room No.: 306, A. F. Mujibur Rahman GANIT Building
Thursday: 10.00 am – 10.50 am
Room No.: 306, A. F. Mujibur Rahman GANIT Building
Textbooks:
1. Calculus by Anton, Bivens and Davis. 10th Edition.
2. Multivariable Calculus by James Stewart, Phillip E. Bedient, and Richard E. Bedient. 8th Edition.
3. Calculus by Dennis G. Zill and Warren S. Wright, 4th Edition.
Ordinary Differential Equations (MTM – 203)
Chemistry Department
Sunday: 9.00 am – 9.50 am
Room No.: 306, A. F. Mujibur Rahman GANIT Building
Monday: 11.00 am – 11.50 am
Room No.: 306, A. F. Mujibur Rahman GANIT Building
Textbooks:
1. Introduction to Ordinary Differential Equations by Shepley L. Ross. 4th Edition.
2. Elementary differential equations by Earl D. Rainville, 7th Edition.
3. A First Course in Differential Equations with Modeling Applications by Dennis, G. Zill. 10th Edition.
Linear Algebra (MATH – 1103)
Lectures:
Nuclear Engineering Department
Tuesday: 10.00 am – 11.20 am
Room No.: 335, Qazi Motahar Husain Bhaban
Monday: 8.30 am – 09.50 am
Room No.: 335, Qazi Motahar Husain Bhaban
Textbooks:
1. Elementary Linear Algebra: Applications Version by Howard Anton, Chris Rorres, Anton Kaul. 12th Edition
2. Linear algebra done right by Sheldon Axler
3. Introduction to Linear Algebra by Dr. Gilbert Strang
Previously Taught
Calculus – II (MTM – 202)
Lectures:
Physics Department
Textbooks:
1. Calculus by Anton, Bivens and Davis. 10th Edition.
2. Multivariable Calculus by James Stewart, 7th Edition.
3. Calculus by Dennis G. Zill and Warren S. Wright, 4th Edition.
Courses Taught in AIUB:
1. Differential Calculus and Coordinate Geometry.
2. Integral Calculus and Ordinary Differential Equation.
3. Complex Variable, Laplace & Z-Transform.
4. Matrices, Vectors, Fourier Analysis
5. Numerical Methods for Science & Engineering.