Gauss Seidel method || Gauss Seidel Method Example

In the beginning of the solution of this system of equation by this method we need to rewrite each equation in terms of x1, x2, and x3 respectively.
like 6x1+x2+x3=105
or, 6x1=105-x2-x3
or,. x1=(105-x2-x3)/6
same step is done for other two equation also.

you only need to remember that when +ve sign is moved from one side of equal to(=) to the other side then it is written as -ve and vice versa.
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1. Gauss Jordan Method
https://youtu.be/EorQp7tnf4M

2. Gauss Elimination Method
https://youtu.be/EpsTPI7tkYQ
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There are video on Methods of interpolation:

1. Newton forward interpolation
https://youtu.be/4vFwT_ZIntg

2. Newton backward interpolation
https://youtu.be/4giO7TxzOaM

3. Gauss forward interpolation
https://youtu.be/EgoY0U7kE-Y

4. Gauss backward interpolation
https://youtu.be/QuvZPmmui8c

Matrix inversion method in Hindi:

https://youtu.be/X32XOPthdRQ
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1. Bisection method
https://youtu.be/hWd4cg4QyGY

2. Iteration method:
https://youtu.be/3IRvL8Kk2KQ

3. Newton Raphson method
https://youtu.be/VD1I0eIeWTs

#gausssidelmethod
#gausssidelmethodexample
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