Use the following equation to solve the problem = 2; and y = 2 Let x, y, t, kEQ; z E Z where t = 0.05; k = 0.25; x = Then, x = (1 t)x+t(z) and y = = (1 k)y+k(z - x) Using the problem statement and an inductive proof technique, prove that (z 4) (x > y). Show ALL your work to get credit.