05-12-2014, 03:58 PM
Numerical methods for solving either algebraic or transcendental equation are classified
into two groups
1. Direct Methods
2. Iterative Methods
Direct Methods:
Those methods which do not require any information about the initial approximation of
root to start the solution are known as direct methods.
●
1. Graefee root squaring method
2. Gauss elimination method
3. Gauss Jordan method
(All these methods do not require any type of initial approximation.)
Iteratative Methods:
These methods require an initial approximation to start.
1. Bisection method
2. Newton raphson method
3. Secant method
4. jacobie method
5. Muller’s Method
into two groups
1. Direct Methods
2. Iterative Methods
Direct Methods:
Those methods which do not require any information about the initial approximation of
root to start the solution are known as direct methods.
●
1. Graefee root squaring method
2. Gauss elimination method
3. Gauss Jordan method
(All these methods do not require any type of initial approximation.)
Iteratative Methods:
These methods require an initial approximation to start.
1. Bisection method
2. Newton raphson method
3. Secant method
4. jacobie method
5. Muller’s Method
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