In a recursive solution to a problem, we solve a problem P(n) by solving another problem P(k) where
a) P(k) is the hardest part of P(n)
b) P(k) is a larger problem than P(n)
c) P(k) is smaller than P(n)
d) P(k) is the same problem as P(n) apart from size.
c) P(k) is smaller than P(n) , and d) P(k) is the same problem as P(n) apart from size.
Recursion involves doing part of the task, P(n), leaving a smaller version of the same problem, P(k). There must be a stopping case, though this isn’t mentioned in this problem.
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