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Course Rationale |
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Course Objectives |
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Course Outcomes |
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Click here to see the detailed Course Outline or Lecture Delivery Plan |
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Course syllabus |
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Assessment Plan |
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Reference Books |
Books |
Authors |
1. Differential Equations |
Dr. B. D. Sharma |
2. Fourier Analysis with application to boundary value problems |
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3. Advance Engineering Mathematics |
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Instruction / Guideline for the course |
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Google Calendar for the Online Class & Counseling schedule |
Online Class |
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Lecture 1 |
PPT for Introductory class |
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External Link for this Chapter |
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Class Recorded Lecture for this chapter |
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Lecture 2 : Chapt. 01 : Oder, Degree and Formation of ODE |
PDF File for Order , Degree & Formation of ODE |
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PPT File for this Chapter |
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External Link for this Chapter |
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Formation |
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Lecture 3 , Chapter 2 : Separation of variable |
PDF for Separation of variables |
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PDF file for separable variable |
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Exter Link for Separable ODE |
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Recorded class Lecture |
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Lecture 4 |
PDF for Reduce to Separation of variables |
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External Link on reducible to separable variable |
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External Link |
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Lecture 5 |
External Link on Homogeneous ODE |
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Homogeneous |
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Homogeneous Recorded Lecture |
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Lecture 6 |
Non Homogeneous |
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Lecture 7 |
PPT for Linear ODE |
Pls Download this material by the click the link : |
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Recorded Class lecture |
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Lecture 11 |
External Link for this chapter |
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Lecture 12 |
External Link for this chapter |
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Lecture 15-16 |
Recorded class Lecture |
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Lecture 17 - 19 |
Recorded class Lecture for this chap |
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Lecture 20-22 |
Recorded Class lecture |
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Mid Term Exam |
Guideline for Mid Term |
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