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Numerical-Computing

It has solution of 5 Numerical Methods for Solving Nonlinear Equations which are Bisection method, Regular Falsi method, Simple fixed point iteration, Newton Raphson Method and Secant Method. The first two methods are closed interval whereas the other remaining are open interval method.

Closed Method

1)Bisection Method:

Equation: e^-x(3.2sin(x)-0.5cos(x))

Output:

alt text

2)Regular Falsi Method:

Equation: e^-x(3.2sin(x)-0.5cos(x))

Output:

alt text

Open Methods

3)Simple Fixed-Point Iterations:

Equation: F(x)= e^-x - x

Output:

alt text

4)Newton Raphson Method:

Equation: x^3 - x - 1 = 0

Output:

alt text

5)Secant Method:

Equation: F(x) = cos(x) + 2sin(x) + x^2

Output:

alt text

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It has solution of 5 Numerical Methods for Solving Nonlinear Equations which are Bisection method, Regular Falsi method, Simple fixed point iteration, Newton Raphson Method and Secant Method. The first two methods are closed interval whereas the other remaining are open interval method.

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