Question 2:(40 pts) Use a fixed-point iteration method to determine a solution. Choose suitable p0: () = 2 Solve the equation in x [3,2 3]. a Use an algebraic manipulation to find a g(x) function that has a fixed point at p when f(p)=0. b Show that the fixed-point iteration can be applied to your g(x) function. [Show the existence and uniqueness of a fixed point] c Perform four iterations, if possible.