Question: Consider the following classical recursive algorithm for computing the factorial n ! of a non - negative integer n: F ' ( % . $

Consider the following classical recursive algorithm for computing the factorial n! of a non-negative integer n: F'(%.$+'*(n): if n =0 return 1 else return n F'(%.$+'*(n '1)(a) How many multiplications does this algorithm perform?
Unknown. 01-recursion (p.37). Kindle Edition.

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