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| Item Details | Price | ||
|---|---|---|---|
Language: English
Instructors: Vidyalankar
Why this course?
First Year Engg (SEM II Revised Syllabus)
Includes :
Notes : Well-organized, concise notes covering critical concepts.
Graded Questions (GQ) : Carefully selected practice questions graded by difficulty, designed to enhance problem-solving abilities.
Latest MU Question paper (Dec. '25)
| Syllabus | |||
| Module 1 : Differential Equations of First Order and First Degree | |||
| Printed Notes : Module 1 Differential Equations of First Order and First Degree | |||
| GQ : Module 1 Differential Equations of First Order and First Degree | |||
| Module 2 : Linear Differential Equations with constant coefficients of Higher order | |||
| Printed Notes : Module 2 Linear Differential Equations with constant coefficients of Higher order | |||
| GQ : Module 2 Linear Differential Equations with constant coefficients of Higher order | |||
| Module 3 : Beta and Gamma function, Differentiaition under integral sign | |||
| Printed Notes : Module 3 Beta and Gamma function, Differentiaition under integral sign | |||
| GQ : Module 3 Beta and Gamma function, Differentaition under integral sign | |||
| Module 4 : Multiple Integration- I | |||
| Printed Notes : Module 4 Multiple Integration-I | |||
| GQ : Module 4 Multiple Integration-I | |||
| Module 5 : Multiple Integration - II | |||
| Printed Notes : Module 5 Multiple Integration-II | |||
| GQ : Module 5 Multiple Integration-II | |||
| Module 6 : Numerical solution of ordinary differential equations of first order and first degree and Numerical Integration | |||
| Printed Notes : Module 6 Numerical solution of ordinary differential equations of first order and first degree and Numerical Integration | |||
| GQ : Module 6 Numerical solution of ordinary differential equations of first order and first degree and Numerical Integration | |||
| List of Formulae | |||
| Standard Curves | |||
| Latest Mumbai University Paper : Dec. '25 | |||
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