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This problem considers several ways to compute xn for some n >= 0.
(a) Write an iterative function power1 to compute xn for n >= 0.
(b) Write a recursive function power2 to compute xn by using the following recursive formulation:
x0 = 1xn = x * xn-1 if n > 0
(c) Write a recursive function power3 to compute xn by using the following recursive formulation:
x0 = 1xn = (xn/2)2 if n > 0 and n is evenxn = x * (xn/2)2 if n > 0 and n is odd
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