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Tuesday, 15 March 2016

Numerical Methods ,Solution of Algebraic and Transcendental Equations§Bisection Method ,Iteration Method ,Newton-Raphson Method ,Method of False Position

Numerical Methods
Solution of Algebraic and Transcendental Equations

Find the root of an equation
§A frequently occurring problem is to find the roots of equations of the form f(x) = 0
§If f(x) is a polynomial of higher degree or an expression involving transcendental functions (e.g. 1 + cos x – 5x), then algebraic methods are not available.
 §Different approaches to solve these equations:
§Bisection Method
§Iteration Method
§Newton-Raphson Method
§Method of False Position 
To read this complete topic click here ...

§Bisection Method §Iteration Method §Newton-Raphson Method §Method of False Position §Bisection Method §Iteration Method §Newton-Raphson Method

§Method of False Position §Bisection Method Iteration Method
§Newton-Raphson Method§Bisection Method §Iteration Method
§Newton-Raphson Method §Method of False Position 
§Method of False Position 

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