Question

Asked Sep 25, 2019

Step 1

Refer to the question, we have to use the Bisection method and the procedure of bisection method is if f(x) is the function which has root in [a,b] then f(a)>0 and f(b)<0 then it means that the root lies between ‘a’ and ‘b’ .

Then x_{1}=(a+b)/2 , and if f(x_{1}) >0 ,root is in [x_{1},b] and if f(x_{1}) <0 ,root is in [a , x_{1}].

Step 2

And this process is repeated until we get the required accuracy.

Here provided function is f(x)=2^{X}-X^{3}, in the interval [1,1.5],then follow the above procedure as,

Step 3

Use the first trial of bi...

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