Engineering Mathematics 2
Manipal University - Computer Engineering - SEM II


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  • Lectures
  • 152 Lectures
  • Videos
  • 25.17 Hrs Video

Course Description

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Curriculum

Total Chapters: 4 152 Videos

Chapter No. 1 : Partial Differentiation

   

Problem 1 based on Euler's Theorem

Preview 5.34

Problem 2 based on Euler's Theorem

Preview 12.4

Problem 3 based on Euler's Theorem

16.12

Problem 4 based on Euler's Theorem

5.01

Problem 5 based on Euler's Theorem

13.5

Problem 2 based on Corollary 1 of Euler's Theorem

14.35

Problem 3 based on Corollary 1 of Euler's Theorem

4.36

Problem 1 based on Corollary 2 of Euler's Theorem

9.04

Problem 2 based on Corollary 2 of Euler's Theorem

9.14

Problem 3 based on Corollary 2 of Euler's Theorem

17.32

Problem 1 based on Corollary 3 of Euler's Theorem

8.54

Problem 2 based on Corollary 3 of Euler's Theorem

11.44

Problem 3 based on Corollary 3 of Euler's Theorem

8.02

Problem 2 based on Maxima & Minima of f(x,y) when f(x,y) is given

6.34

Problem 3 based on Maxima & Minima of f(x,y) when f(x,y) is given

12.53

Problem 4 based on Maxima & Minima of f(x,y) when f(x,y) is given

20.09

Problem 1 based on Maxima & Minima of f(x,y) when f(x,y) is to be formed

14.44

Problem 2 based on Maxima & Minima of f(x,y) when f(x,y) is to be formed

15.58

Problem 3 based on Maxima & Minima of f(x,y) when f(x,y) is to be formed

15.04

Problem 4 based on Maxima & Minima of f(x,y) when f(x,y) is to be formed

21.08

Problem 1 based on Lagrange's method of Undetermined Multipliers

12.3

Problem 2 based on Lagrange's method of Undetermined Multipliers

13.06

Problem 3 based on Lagrange's method of Undetermined Multipliers

10.33

Chapter No. 2 : Mean Value Theorems and Indeterminate Forms

   

Expansion of cosx using Maclaurin's series

Preview 4.5

Expansion of sinhx using Maclaurin's series

Preview 7.12

Expansion of log(1+x) using Maclaurin's series

8.13

Expansion of tanh^-1 x using Maclaurin's series

5.45

Expansion of (1+x)^m using Maclaurin's series

4.59

Problem 1 based on Expansions using Maclaurin's series

16.05

Problem 2 based on Expansions using Maclaurin's series

8.06

Problem 3 based on Expansions using Maclaurin's series

10.31

Problem 1 based on Expansion of implicit function using Maclaurin's series

4.5

Problem 1 based on Form 0/0

6.5

Problem 2 based on Form 0/0

8.48

Problem 3 based on Form 0/0

9.53

Problem 4 based on Form 0/0

5.24

Problem 5 based on Form 0/0

10.37

Problem 6 based on Form 0/0

11.36

Problem 1 based on Form 8/8

9.36

Problem 2 based on Form 8/8

6.45

Problem 3 based on Form 8/8

12.03

Problem 1 based on Form 0 X 8

5.38

Problem 2 based on Form 0 X 8

5.13

Problem 1 based on Form 8 - 8

7.52

Problem 2 based on Form 8 - 8

14.46

Problem 1 based on Form 1^8

7.13

Problem 2 based on Form 1^8

0.242361111111111

Problem 3 based on Form 1^8

9.4

Problem 1 based on Form 8 ^ 0

11.24

Problem 2 based on Form 8 ^ 0

8.1

Problem 3 based on Form 8 ^ 0

5.22

Problem 1 based on Form 0 ^ 0

5.29

Problem 2 based on Form 0 ^ 0

9.55

Problem 1 based on Expansion of series

9.59

Problem 2 based on Expansion of series

12.16

Problem 3 based on Expansion of series

15.52

Problem 4 based on Expansion of series

8.31

Chapter No. 5 : Multiple Integrals

   

How to Evaluate Double Integrals ?

Preview 13.01

Problem No 1 on Double Intrgrals

Preview 7.07

Problem No 2 on Double Intrgrals

8.23

Problem No 3 on Double Intrgrals

7.23

Problem No 4 on Double Intrgrals

18.25

Problem 1 based on Gamma Function

7.4

Problem 2 based on Gamma Function

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. 6 : Laplace transforms

   

Laplace Transform of 1

Preview 4.55

Laplace Transform of sin at

Preview 6.06

Laplace Transform of cos at

6.21

Laplace Transform of cosh at

11.28

Laplace Transform of sinh at

9.25

Laplace Transform of e ^ at

5.18

Laplace Transform of e ^ -at

4.1

Laplace Transform of t ^ n

7.07

Problem 1 based on Laplace Transform of Standard Functions

6.04

Problem 2 based on Laplace Transform of Standard Functions

7.05

Problem 3 based on Laplace Transform of Standard Functions

8.33

Problem 4 based on Laplace Transform of Standard Functions

20.37

Problem 5 based on Laplace Transform of Standard Functions

17.29

Problem 6 based on Laplace Transform of Standard Functions

7.12

Change of Scale Property

6.22

Problem 1 on Change of Scale Property

7.22