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4. Suppose a program contains a recursive method findFibonacci(int n), which computes the n-th Fibonacci number. Even if we know that a client method will

4. Suppose a program contains a recursive method findFibonacci(int n), which computes the n-th Fibonacci number. Even if we know that a client method will never call findFibonacci( ) with the values 1 or 2 as arguments, why does the implementation of findFibonacci( ) still need to have base cases?

5. Suppose sa is a sorted array of integer values, and we wish to search for a number target in this array. If sa contains n elements, and we use the binary search strategy, what is the approximate maximum number of comparisons necessary to determine that the value target is or is not in the array? How would your answer change if the array were not sorted?

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