Question: need asap 4. Recursively defined function (3 points) Let function f: N +N be defined on the non-negative integers by f(0) = 1 and |

need asap 4. Recursively defined function (3 points) Let function f: N need asap

4. Recursively defined function (3 points) Let function f: N +N be defined on the non-negative integers by f(0) = 1 and | f(x - 1) if x is odd f(x) 15(%) +1 if x is even for x > 1. Prove that f(24) = t + 1 for all integers t > 0

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