3/9/2024 0 Comments C program for bisection method![]() In this method we are given a function f(x) and we approximate 2 roots a and b for the function such that f(a).f(b) # include double F ( double x ) /*A sample run of the program was carried out and the results were found as:- This program illustrates the bisection method in C x^3 + 3*x - 5 = 0 Enter the first approximation to the root 1 Enter the second approximation to the root 2 Enter the number of iterations you want to perform 9 The root after 1 iteration is 1.500000 The root after 2 iteration is 1.250000 The root after 3 iteration is 1.125000 The root after 4 iteration is 1.187500 The root after 5 iteration is 1.156250 The root after 6 iteration is 1.146025 The root after 7 iteration is 1.148438 The root after 8 iteration is 1.152344 The root after 9 iteration is 1.154297 The root is 1. Calculate new approximated root as x2 (x0 + x1)/2 6. Choose initial guesses x0 and x1 such that f (x0)f (x1) < 0 4. Bisection method is one of the many root finding methods. Bisection Method Algorithm (Step Wise) 1. / c++ program to evaluate a function using bisection method function: f (x) x3-4x-9 file name: bisectionmethod.cpp author: notesformsc / include 'iostream.h' include 'stdio. ![]() *This program in C is used to demonstarte bisection method.
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