DIU-BLC
Ordinary & Partial Differential Equations (Spring 2022)
0%
Previous
Course data
Introduction
Announcements
Academic Calendar
Syllabus
1. Introduction to Ordinary Differential Equation-Shapley L. Ross
2. First Course in Differential Equations with Modelling Applications- Zill, D. G. A
3. Differential Equations for Engineers- WEI CHAU XIE
Formula
Formula
Trigonometric Formula
Necessary Differential and Integral Formulas
Session 01
Introduction and Formation of Differential Equations
Introduction and Formation of Differential Equations-PPT-PDF
PC-A, EEE-Recording-26/07/20
PC-A, EEE-Recording 27/07/20
PC-A, EEE-Recording 09/08/20
PC-A, EEE-Recording 10/08/20
Q & A Forum on Session 01
Online Quiz on Order and Degree of Differential Equations
Session 02
Equation of first order and first degree-separation methon
Separation and equation reducible to variable separable form PPT-PDF
PC-A, Recordings-16/08/20
PC-A Recordings 17/08/20
PC-A, Recordings, 24/08/20
PC-A, Recordings 25/08/20
Q & A Forum on Session 02
Online Quiz on Separation Method
Quiz Test# 1
Quiz Test# 1 Just Click Here
Session 03
Homogeneous Differential Equations'
Homogeneous Differential Equation PPT-PDF
PC-A Recordings 31.08.20
Q & A Forum on Session 03
Online Quiz Test
Homogeneous Functions and Homogeneous Differential Equations
Session 04
Nonhomogeneous DE of first order and first degree
Nonhomogeneous Differential Equation-PPT-PDF
PC-A, EEE-Recordings-06/09/20
PC-A, Recordings-13/09/20
PC-A_Recording_14/09/20
Q & A Forum on Session 04
Nonhomogeneous DE of first order and first degree
Quiz Test# 02
Quiz Test #02
Midterm Just Click Below
Midterm
Midterm exam scripts Submission in Google Form
Midterm Scripts
Midterm question
Session 05
Linear DE of First order an First Degree-PPT-PDF
Standard Form of Linear DE
PC-A_Recording_11/10/20
Q & A Forum
Standard form of Linear Differential Equations
Assignment Submission 01 Just Click Below
An Assignment on Real Life Applications of Differential Equations in Electrical Engineering
Assignment Submission After Deadline
Presentation Submission Just click below
Presentation on Real Life Applications of Differential Equations in Electrical Engineering
Presentation Submission After Deadline
Session 06
Bernoulli's Equation_PPT_PDF
Bernoulli's Equation
PC-A_Recording_12/10/20
Q & A Forum
Bernoulli's Equation
Session 07
Exact and non-exact differential equations
Exact and non-exact_PPT_PDF
PC-A_Recording_18/10/20
Q & A Forum
exact and non-exact DE
Session 08
Linear Differential Equations with Constant Coefficient, Homogeneous Case_PPT_PDF
Linear Differential Equations with Constant Coefficient, Homogeneous Case
PC-A_Recording_19/10/20
PC-A_Recording_01/11/20
Q & A Forum
Linear differential equations with constant coefficients
Session 09
Linear Differential Equations with Constant Coefficient, non-homogeneous case
Linear Differential Equations with Constant Coefficient, non-homogeneous case-PPT-PDF
PC-A_Recording_02/11/20
PC-A_Recording_08/11/20
Q & A Forum
Session 10
Differential equations of first order but not of first degree PPT-PDF
PC-A_Recording_09/11/20
Q & A Forum
First order but not first degree
Session 11
Real Life Applications of DEs
Applications of DEs PPT-PDF
PC-A_Recording_15/11/20
Q & A Forum
Applications of DEs
Session 11
Linear Partial Differential Equations
Linear Partial Differential Equations-PPT-PDF
PC-A_Recording_16/11/20
PC-A_Recording_22/11/20
Q & A Forum
Linear Partial Differential equation
Quiz 03
Quiz 03
Final Exam
Final Exam
Final Exam scripts submission in google form
Final Assessment Question
Next
DIU-BLC
Side panel
Guidelines
For Teachers
For Students
Search
Close
Search
Toggle search input
Log in
Username
Password
Remember username
Forgot Password?
Log in
Create new account
Site Navigation
MAT 211 (KFM-221)
Home
Skip to main content
Course info
Home
Courses
DIU
Faculty of Science and Information Technology
General Educational Development
GED Spring 2022
MAT 211 (KFM-221)
Summary
Ordinary & Partial Differential Equations (Spring 2022)
Teacher:
Khondaker Fahad Mia
Skill Level
:
Beginner