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Engineering Mathematics (Fall 2023)
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PDF File for Order , Degree & Formation of ODE
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Lecture 2 : Chapt. 01 : Oder, Degree and Formation of ODE
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Lecture 3 , Chapter 2 : Separation of variable
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Fill in the BlThere is no need to use two constants in the integration of a separable equation because difference of constants can be replaced by a single constant that is solution of first order and first degree equation contain only one arbitrary conank
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Assignment on Reducible of Separable of equations
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Lecture 5
External Link on Homogeneous ODE
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Homogeneous
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Lecture 6
Non Homogeneous
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Lecture 7
PPT for Linear ODE
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Discussion on LDE
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Lecture 8
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Lecture 11
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Lecture 12
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Lecture 15-16
Assignment on Laplace Fourier Transform
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Lecture 17 - 19
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Lecture 20-22
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Welcome to MAT211 and
1
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Course Rationale
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Click here to see the detailed Course Outline or Lecture Delivery Plan
File
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File
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2
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3
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Lecture 1
4
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File
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Lecture 2 : Chapt. 01 : Oder, Degree and Formation of ODE
5
PDF File for Order , Degree & Formation of ODE
PPT File for this Chapter
External Link for this Chapter
URL
Discussion Forum for all
Fill in the Bank
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Assignment for all
Formation
URL
Lecture 3 , Chapter 2 : Separation of variable
6
PDF for Separation of variables
Page
PDF file for separable variable
Exter Link for Separable ODE
URL
Fill in the BlThere is no need to use two constants in the integration of a separable equation because difference of constants can be replaced by a single constant that is solution of first order and first degree equation contain only one arbitrary conank
Interactive Content
Discussion forum for all
Assignment
Recorded class Lecture
URL
Lecture 4
7
PDF for Reduce to Separation of variables
Page
External Link on reducible to separable variable
URL
Discussion for reduce to separable of variable
Forum
Assignment on Reducible of Separable of equations
Fill in the Bank
Interactive Content
External Link
URL
Lecture 5
8
External Link on Homogeneous ODE
URL
Assignment on Homogeneous
Discussion on Homo
Forum
Fill in the Bank
Interactive Content
Survey on this chapter
Homogeneous
Page
Homogeneous Recorded Lecture
URL
Lecture 6
9
Non Homogeneous
Page
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Interactive Content
Lecture 7
10
PPT for Linear ODE
Page
Assignment on this Chapter
Discussion on LDE
Forum
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Lecture 8
11
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Lecture 11
12
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Lecture 12
13
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Lecture 15-16
14
Assignment on Laplace Fourier Transform
Discussion
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Lecture 17 - 19
15
Discussion
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Lecture 20-22
16
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Assignment
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Quizzez
17
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Quiz 3
18
Assignment & Presentation
19
Presentation
20
Mid Term Exam
21
Guideline for Mid Term
File
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Engineering Mathematics (Fall 2023)
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Faculty of Science and Information Technology
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GED Fall 2023
MAT 211 (PD-233)
Lecture 2 : Chapt. 01 : Oder, Degree and Formation of ODE
PDF File for Order , Degree & Formation of ODE
PDF File for Order , Degree & Formation of ODE
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Ordinary Differential Equation, Lecture-01 (1).pdf
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Formation
PDF for Separation of variables
PDF file for separable variable
Exter Link for Separable ODE
Fill in the BlThere is no need to use two constants in the integration of a separable equation because difference of constants can be replaced by a single constant that is solution of first order and first degree equation contain only one arbitrary conank
Discussion forum for all
Assignment
Recorded class Lecture
PDF for Reduce to Separation of variables
External Link on reducible to separable variable
Discussion for reduce to separable of variable
Assignment on Reducible of Separable of equations
Fill in the Bank
External Link
External Link on Homogeneous ODE
Assignment on Homogeneous
Discussion on Homo
Fill in the Bank
Survey on this chapter
Homogeneous
Homogeneous Recorded Lecture
Non Homogeneous
Fill in the Bank
PPT for Linear ODE
Assignment on this Chapter
Discussion on LDE
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Recorded Class lecture
Discussion on this chapter for All
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Assignment on this chapter
Discussion
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External Link for this chapter
External Link for this chapter
Assignment on this chapter
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Discussion
Assignment on Laplace Fourier Transform
Discussion
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Recorded class Lecture
Discussion
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Recorded class Lecture for this chap
Assign. for all sections who needs to improve their quiz mark.
Recorded Class lecture
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