Applied Mathematics 2
Mumbai University - Computer Engineering - SEM II


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  • Lectures
  • 217 Lectures
  • Videos
  • 40.53 Hrs Video

Course Description

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Curriculum

Total Chapters: 10 217 Videos

Chapter No. 1 : Beta & Gamma Function

   

Problem 1 based on Gamma Function

Preview 7.4

Problem 2 based on Gamma Function

Preview 14.21

Problem 3 based on Gamma Function

9.39

Problem 4 based on Gamma Function

8.26

Problem 5 based on Gamma Function

6

Misellaneous Problem No 1 on Gamma Function

11.36

Misellaneous Problem No 2 on Gamma Function

6.28

Misellaneous Problem No 3 on Gamma Function

11.14

Misellaneous Problem No 4 on Gamma Function

12.37

Duplication of Formula-Proof

16.13

What is Beta Function - Definition & Formula

7.3

Problem no.1 on beta function (Type-I)

8.15

Problem no.2 on beta function (Type-I)

7.16

Problem no.3 on beta function (Type-I)

7.3

Problem no.4 on beta function

11.57

Problem no.5 on beta function

9.44

Problem no.6 on beta function

9.13

Problem no.7 on beta function

10.37

Problem no.8 on beta function

17.24

Problem no.9 on beta function

10.52

Problem no.10 on beta function

13.46

Problem no.11 on beta function

8.27

Problem no.12 on beta function

4.54

Problem no.13 on beta function

6.09

Problem no.14 on beta function

12.25

Problem no.15 on beta function

5.42

Problem no.16 on beta function

6.29

Problem no.17 on beta function

4.24

Problem no.18 on beta function

4.55

Problem no.19 on beta function

4.46

Problem no.20 on beta function

7.44

Chapter No. 2 : Differentiation Under Integral Sign ( DUIS )

   

problem 1 based on Differentiation under Integral Sign (one parameter)

Preview 11.26

problem 2 based on Differentiation under Integral Sign (one parameter)

Preview 15.52

problem 3 based on Differentiation under Integral Sign (one parameter)

12.2

problem 4 based on Differentiation under Integral Sign (one parameter)

19.34

problem 5 based on Differentiation under Integral Sign (one parameter)

15.58

problem 1 based on Differentiation under Integral Sign (two parameter)

11.53

problem 2 based on Differentiation under Integral Sign (two parameter)

11.04

problem 3 based on Differentiation under Integral Sign (two parameter)

12.54

Chapter No. 3 : Numerical Integration

   

Problem on Trapezoidal rule

8.11

What is Simpson's One-Third Rule

7.55

Problem 1 on Simpson's One-Third Rule

9.08

Problem 2 on Simpson's One-Third Rule

13.39

What is Simpson's Three-Eigth Rule

7.41

Problem 1 on Simpson's Three-Eigth Rule

8.13

Problem 2 on Simpson's Three-Eigth Rule

8.24

Chapter No. 4 : Differential Equation of First order and First Degree

   

What is Exact Differential Equation ?

Preview 5.33

Higher Order Differential Equation - Introduction

Preview 6.19

Solution of Higher Order Differential Equation with Constanr Coefficient

Preview 21.04

Problem no 1 on Exact differential Equation

Preview 7.4

Problem no 2 on Exact differential Equation

8.48

Solution of Higher Order Differential Equation when R.H.S = 0

8.56

Higher Order Differential Equation when R.H.S = 0 - Problem 1

13.18

Problem no 3 on Exact differential Equation

10.27

Equations Reducible to Exact by Integrating Factors

5.38

Higher Order Differential Equation when R.H.S = 0 - Problem 2

10.57

Solution of Higher Order Differential Equation when R.H.S = e raised to ax

11.01

Problem no 3 on Equation Reducible To Exact

11.21

Problem no 4 on Equation Reducible To Exact

9.01

Higher Order Differential Equation when R.H.S = e raised to ax - Problem 1

13.46

Higher Order Differential Equation when R.H.S = e raised to ax - Problem 2

13.22

Problem no 5 on Equation Reducible To Exact

18.39

Problem no 6 on Equation Reducible To Exact

14.42

What is Linear Differential Equation

4.41

Problem No.1 on Linear Differential Equation

5.41

Higher Order Differential Equation when R.H.S = sinax,cosax Problem 2

13.04

Solution of Higher Order Differential Equation when R.H.S = X raised to m

9.25

Problem No.2 on Linear Differential Equation

6.58