Show how the function that you wrote for the previous question satisfies the properties of a recursive function.
What will be an ideal response?
1. computeProduct calls itself.
2. An array of n numbers is passed to the method. The recursive call is given a smaller array of n - 1 numbers.
3. anArray[0] is the base case.
4. Since n ? 1 and the number of entries considered in anArray decreases by 1 at each recursive call, eventually the recursive call is computeProduct(anArray, 1). That is, n is 1, and the base case is reached.
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