Please answer this question using Matlab Code!

Bisection method (that you might remember from homework 3 ), is used for numerically solving the equation F(x)=0 with given accuracy applying the following instructions; i) Find a and b(a0, substitute a=x, otherwise go to iv) iii) Set x=(a+b)/2. If ba2, go to ii) iv) Solution (with accuracy ) is x. Write a Matlab (or Octave) code that finds the only root of equation e2x=sin(x2) on interval [0,1] applying the bisection method. The required accuracy is given as input. You choose the accuracy, but i should give the correct four decimal approximation. Hint: You might want to start by defining the asked function using command f=@(x)= It's entirely possible to do it without that as well, but I don't know how