Use a fixed-point iteration method to find an approximation to v3 that is accurate to within 10-4 Requirements and hints ) In order to find the required value write a JAVA program such that it applies fixed-point iteration for each of the following two functions Case A: f(x) = (24x +25x-2) / 25 Case B: g(x) (2x3+25)/(3x2) (ii) In both cases A and B Verify and document that the fixed-point x = f(x) and x-g(x) is indeed asolution to the problem Start the iteration at the initial point xo 2 Apply a counting variable in the program that counts the number of iterations until the required accuracy is obtained Print out the current step count together with the current fixed-point approximation for each iteration of the loop