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| Item Details | Price | ||
|---|---|---|---|
Language: English
Instructors: Vidyalankar
Max Viewing Hours: 40 Hours
Why this course?
Second Year Engg (SEM III) - Dec. '25 [Revised Mumbai University Syllabus (2025-26)]
Includes :
FULL Video lectures by Vidyalankar's Expert Faculty
Notes : Well-organized, concise notes covering critical concepts.
Graded Questions (GQ) : Carefully selected practice questions graded by difficulty, designed to enhance problem-solving abilities.
Exam Questions (EQ) - Module-wise, year-wise question compilations to help students prepare strategically for university exams.
| Syllabus | |||
| Module 1 : Laplace Transform | |||
| Video 1 : Module 1 Laplace Trasform | |||
| Video 2 : Module 1 Laplace Trasform | |||
| Video 3 : Module 1 Laplace Trasform | |||
| Video 4 : Module 1 Laplace Transform | |||
| Video 5 : Module 1 Laplace Transform | |||
| Printed Notes & GQ : Module 1 Laplace Transform | |||
| EQ : Module 1 Laplace Transform | |||
| Module 2 : Fourier Series | |||
| Video 1 Module_ 2 Fourier Series | |||
| Video 2 Module_ 2 Fourier Series | |||
| Video 3 Module_ 2 Fourier Series | |||
| Video 4 Module_ 2 Fourier Series | |||
| Printed Notes & GQ : Module 3 Fourier Series | |||
| Module 3 : Fourier Transform | |||
| Module 4 : Z Transform | |||
| Printed Notes & GQ : Module 4 Z Transform | |||
| Video 1 Module_4 Z-Transform | |||
| Video 2 Module_4 Z-Transform | |||
| Video 3 Module_4 Z-Transform | |||
| Module 5 : Random Variable and Probability Distribution | |||
| Video 1 Module_ 5 Probability | |||
| Video 2 Module_ 5 Probability | |||
| Video 3 Module_ 5 Random Variable & Probability Distribution | |||
| Lecture Notes 1 :Module 6 Probability | |||
| Lecture Notes 2 : Module 6 Probability | |||
| Lecture Notes 3 : Module 6 Probability | |||
| Chart | |||
| Module 6 : Linear Algebra (Theory of Matrices) | |||
| Video 1 Module 6 Linear Algebra (Theory of Matrices) | |||
| Video 2 Module 6 Linear Algebra (Theory of Matrices) | |||
| Video 3 Module 1 Linear Algebra (Theory of Matrices) | |||
| Lecture Notes 1 : Module 1 Linear Algebra (Theory of Matrices) | |||
| Lecture Notes 2 : Module 1 Linear Algebra (Theory of Matrices) | |||
| Printed Notes & GQ : Module 1 Linear Algebra (Theory of Matrices) | |||
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