Question: 4. Recursion 25 points Let n and k denote positive integers. Suppose a function (n. k) is defined recursively as follows: w (n, k) =
4. Recursion 25 points Let n and k denote positive integers. Suppose a function (n. k) is defined recursively as follows: w (n, k) = 0, ifn= 2: (a) 15 points Find the value of W (25,3) (b) 5 points What is this function doing? () 5 points Find W (3892, 9) by your answer to (b)
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