09:09

Finding the population variance and sample variance of a given observations

07:01

Homogeneous Linear Equations with Constant Coefficients

05:18

Homogenous Linear Equations: With constant coefficients

18:20

Binomial distribution: Example

06:01

Continuous Random Variable: Finding the value of the constant

05:19

Continuous Random Variable: Finding the constant

06:51

Vectorial Mechanics

03:32

Vectorial Mechanics||Acceleration and Distance

07:06

How to obtain particular solution of a differential equation

05:57

Finding the particular solution of a differential equation

07:22

Particular Solution of a differential equation

10:31

Moment Generating Function of Gamma distribution

07:56

Characteristic function of an exponential distribution

07:11

Equation of the tangent and normal to a parabola

02:45

How to obtain workdone

03:55

The resolved part of a vector

08:28

Coordinate of the points which divide the line joining two pints

04:25

Coordinate of P

04:06

Equation of the tangent to a parabola

03:38

Polar coordinates

03:01

Perpendicular vectors

05:52

Acute angle between two lines

03:38

Distance between two pints: Length AB

08:33

Coordinate of midpoint and distance between two points

13:26

Maximum likelihood of a Normal Distribution

06:50

Maximum Likelihood for Poisson Distribution

15:47

Introduction to differential equations

09:15

Resultant of vectors

07:35

Vectors: Scalar product and vector product

14:48

Numerical analysis: Gregory newton's interpolation

09:27

Vectorial Mechanics: Polar coordinates and angle between two vectors

07:54

Vectorial Mechanics: Position Vectors

09:30

Numerical analysis: Taylor's series

09:10

Classification of differential equations

05:20

Taylor's series

02:36

Numerical analysis

08:42

Homogeneous equations

06:34

Differential equation

04:56

Laplace transform #maths #trendingshorts #education #integration

02:42

Differential equation

04:01

Derivative of a function with respect to X

03:19

Derivative of a function with respect to X using Chain Rule

04:30

DERIVATIVE OF AN EXPLICIT FUNCTIONS

03:36

Limits and its applications

10:02

Functions: Composite functions

04:18

Integration||Methods of Integration: Obtaining the function of a linear function of x.

04:11

Integration: Finding the Constant C

04:18

Mean value of a function between two points.

04:18

Integration: Finding the integral of linear functions of x.

02:05

Integration: How to evaluate the integral of a function with respect to X.

02:48

Integration: How to evaluate the integral of a function with respect to X.

05:13

Implicit Differentiation: How to find the derivative of an implicit function.

02:40

Conversion of Angles in Degrees

02:10

How to obtain the derivative of an implicit function.

04:46

Complex Numbers || Addition of Complex Numbers, Subtraction and multiplication of complex Numbers

02:40

Complex Numbers: Addition of Complex Numbers

02:40

COMPLEX NUMBERS.... Equality of Complex Numbers.

02:01

At the end of each month, we test our students based on what they've been taught and learnt #SUCCESS