06:21

problem 7|| lagrange's linear partial differential equations

05:27

problem 6 || lagranges's linear partial differential equations

07:05

problem 5|| lagranges's linear partial differential equations

07:36

problem 2|| lagrange's linear partial differential equations

05:12

problem4 || lagranges's linear partial differential equations

06:45

problem 3|| lagranges's linear partial differential equations

14:46

problem 1|| lagranges's linear partial differential equations|| method of grouping

11:07

angle of intersection of two curves || problem 6

12:24

angle of intersection of two curves|| problem 5

09:20

angle of intersection of two curves|| problem 4|| polar coordinates

12:55

angle of intersection of two curves|| problem 3|| polar coordinates

12:33

angle of intersection of two curves || polar coordinates

10:05

angle between the radius vector and tangent for a curve|| polar coordinates || problem 3

09:58

angle between the radius vector and tangent for a curve || problem 2|| polar coordinates

05:56

evaluation of integrals using laplace transforms||problem 3

07:52

evaluation of integrals using laplace transforms|| problem 2

03:52

evaluation of integrals using laplace transform|| problem 1

09:50

problem 29 || laplace transform of product of three functions|| theorems under laplace transforms

10:27

problem 28 || Laplace transform of product of three functions|| using theorem 1 and 2

09:17

problem 23, 24, 25, 26 and 27 || problems using theorems under laplace transforms

16:27

problem 21 and 22 || problems using theorems under laplace transforms

15:00

problem 19 and 20 || problems using theorem 2 under laplace transforms

19:11

problem 14, 15, 16, 17 and 18|| problems using theorem 2 under laplace transforms

08:06

theorem 2 || laplace transform|| multiplication by t

11:55

problem 11, 12 and 13 || problems under first shifting theorem || multiplication by e^at

09:10

problem 9 and 10 || first shifting theorem|| laplace transform

08:46

problem 7 and 8 || problems using first shifting theorem

10:00

problem 5 and 6 || first shifting theorem|| laplace transform || multiplication by e^at

12:17

problems 1 to 4 || problems using first shifting theorem|| multiplication by e^ax |Laplace transform

06:00

first shifting theorem || laplace transform

01:01

HAMEEDA MATHTUBER || INSPIRE AND EXCEL || NEVER STOP LEARNING

11:06

problem 21 and 22 || Laplace transform of product of trigonometric functions

14:25

problem 19 and 20 || laplace transform of product of two trigonometric functions

17:17

problem 16, 17 and 18|| laplace transform of cube of trigonometric functions

13:52

problem 13, 14, and 15 || Laplace transform|| trigonometric functions

14:50

problem 7 to 12 || problems on results of laplace transforms || LECTURE 8

16:36

problem 1 to 6 || problems on results of laplace transforms || LECTURE 7

15:00

result 8 || Laplace transform|| LECTURE 6

12:16

laplace transform|| result 6 and 7|| LECTURE 5

06:56

laplace transform|| result 4 and 5|| LECTURE 4

09:54

laplace transform || result 1, 2, 3 || LECTURE 3

06:17

properties of laplace transforms|| linearity and scalar property || property 1 and 2 || LECTURE 2

05:56

Laplace Transform|| Definition|| sufficient conditions for existence|| lecture 1

02:11

A Complete course on Laplace transform|| contents of the course

07:15

formation of PDE by eliminating arbitrary functions|| Lagrange's type ||problem 5

08:13

formation of PDE by eliminating two arbitrary functions || problem 4

08:27

formation of partial differential equations by eliminating arbitrary function || problem 2&3

07:33

formation of PDE by eliminating arbitrary function|| partial differential equations

29:06

relationship between beta and Gamma Functions

04:50

property 7 || lecture 5 || beta and Gamma Functions|| integral calculus

09:38

lecture 4 || beta and gamma function|| property 6 || integral calculus

06:13

lecture 3|| beta and Gamma Functions||property 5|| integral calculus

10:29

beta and gamma function|| lecture 2||property 2 and 3

11:43

Beta and Gamma Functions|| lecture 1|| definitions|| recurrence relation for gamma function

18:40

fuzzy union || theorem 2.6 || fuzzy set theory

33:38

intersection of the curve with its asymptotes || linear asympototes

13:24

oblique asympototes|| parallel asympototes||problem 3|| differential calculus

24:49

oblique asympototes with equal roots|| parallel asympototes|| asympototes lecture 5

22:31

oblique asympototes|| distinct roots|| lecture 4 || differential calculus

07:54

parallel asympototes||problem 2|| asympototes lecture 3|| differential calculus