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(Solved): Suppose that we use bisection method to find the root of the function f(x)=xsinx1 between [0,2]. ...
Suppose that we use bisection method to find the root of the function f(x)=xsinx−1 between [0,2]. Find the new range of root after the second step. a) [1,2] b) [1,1.5] c) [1.5,2]
Bisection Method: is continuous function on If are of opposite signs, then there exists at least one root between a and b. Let is negative and is positive. Also let the approximate value of the root be given by .Now if then it ensures that is a root of the equation If then the root either lies between and between It depends on weather is negative or positive.Given that