Maths I May '25 E-Course
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Maths I - Videos & Notes (Full Syllabus) - May 25

Language: English

Instructors: Vidyalankar


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Why this course?

Description

First Year Engg (SEM I Revised Syllabus) : Full E-Course @ Rs.1999/- per subject.

Includes : 
* FULL Video lectures by Vidyalankar's Expert Faculty
* Notes, GQ (Graded Questions)
* EQ (Univ. Exam Questions - Classified Chapter wise)
* Detailed Solutions of Past Mumbai Univ. Papers.
* Chapter-wise Practice Test Papers with Model Solutions
* Prelim Paper with Model Solution.

Course Curriculum

Syllabus Preview
Lesson Plan
Module 1 : Complex Numbers
Video 1 Module_1 Complex Numbers Preview
Video 2 Module_1 Complex Numbers
Video 3 Module_1 Complex Numbers
Video 4 Module_1 Complex Numbers
Printed Notes : Module 1 Complex Numbers
GQ : Module 1 Complex Numbers
EQ : Module 1 Complex Numbers
Test Paper : Module 1_1.1 De-Moivre's Theorem
Model Solution of Test Paper : Module 1_1.1 De-Moivre's Theorem
Module 2 : Hyperbolic function and Logarithm of Complex Numbers
Video 1 Moduel_2 Hyperbolic Functions & Logarithms of Complex Numbers
Video 2 Module_2 Hyperbolic Functions & Logarithms of Complex Numbers
Video 3 Module_2 Hyperbolic Functions & Logarithms of Complex Numbers
Video 4 Module_2 Hyperbolic Functions & Logarithms of Complex Numbers
Video 5 Module_2 Hyperbolic Functions & Logarithms of Complex Numbers
Printed Notes : Module 2 Hyperbolic function and Logarithm of Complex Numbers
GQ : Module 2 Hyperbolic function and Logarithm of Complex Numbers
EQ : Module 2 Hyperbolic function and Logarithm of Complex Numbers
Test Paper : Module 2_Hyperbolic function and Logarithm of Complec Numbers
Model Solution of Test Paper : Module 2_Hyperbolic function and Logarithm of Complec Numbers
Test Paper : Module 2_Hyperbolic function and Logarithm of Complec Numbers
Model Solution of Test Paper : Module 2_Hyperbolic function and Logarithm of Complec Numbers
Module 3 : Partial Differentiation
Video 1 Module_3_ 3.1.Partial Differentiation
Video 2 Module_3_ 3.1.Partial Differentiation
Video 3 Module_3_ 3.2 .Euler’s Theorem
Printed Notes : Module 3 Partial Differentiation
GQ : Module 3 Partial Differentiation
EQ : Module 3 Partial Differentiation
Test Paper : Module 3 Partial Differentiation
Model Solution of Test Paper : Module 3 Partial Differentitation
Module 4 : Applications of Partial and Successive Differentiation
Video 1 Module_4_ 4.1.Maxima and Minima
Video 2 Module_4_ 4.2 Successive Differentiation
Video 3 Module_4_ 4.2 Successive Differentiation
Video 4 Module_4_ 4.2 Successive Differentiation
Printed Notes : Module 4 Applications of Partial and Successive Differentiation
GQ : Module 4 Applications of Partial and Successive Differentiation
EQ : Module 4 Applications of Partial and Successive Differentiation
Test Paper : Module 4_4.2 Successive Differentiation
Model Solution of Test Paper : Module 4_4.2 Successive Differentiation
Module 5 : Matrices
Video 1 Module_5 Matrices
Video 2 Module _5 Matrices
Printed Notes : Module 5 Matrices
GQ : Module 5 Matrices
EQ : Module 5 Matrices
Module 6 : Numerical Equations, Linear Equationa & Expansion of Function
Video 1 Module 6 Numerical Solutions of Transcendental Equations and System of Linear Equations and Expansion of Function
Printed Notes : Module 6 Numerical Equations, Linear Equations & Expansion of Function
GQ : Module 6 Numerical Equations, Linear Equations & Expansion of Function
EQ : Module 6 Numerical Equations, Linear Equations & Expansion of Function
Latest Mumbai University Paper : May '24
Mumbai University Papers with solutions (previous years)
May '24
Dec. '23
May '23
Dec. '22
May '22
Dec. '19
May '19
Dec. '18
May '18
Dec. '17
May '17
Dec. '16
Prelim Paper with Model Solution
Prelim Paper
Prelim Paper Solution
Doubts Solving PDF
M I_Doubts Session
Classroom Lectrure Notes
Lecture 1
Lecture 2
Lecture 3
Lecture 4
Lecture 5
Lecture 6
Lecture 7
Lecture 8
Lecture 9
Lecture 10
Lecture 11
Lecture 12

How to Use

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