Question: Here is a recurrence equation representing a divide & conquer recursive operation: T(n) = 0(1) =T(n/2) + T(n/4) + e(n) if n c otherwise

Here is a recurrence equation representing a divide & conquer recursive operation:

Here is a recurrence equation representing a divide & conquer recursive operation: T(n) = 0(1) =T(n/2) + T(n/4) + e(n) if n c otherwise 1. How many subproblems does this recursive operation have? 2. What are the sizes of the subproblems? 3. What is the cost to divide and combine? 4. What is the cost at the base case?

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