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(5 points) Prove the theorem below using the techniques of binding the term and splitting the sum to find a tight bound for the sum.
(5 points) Prove the theorem below using the techniques of binding the term and splitting the sum to find a tight bound for the sum. Make sure your proof is complete, concise, clear and precise. NB: The notation lgn stands for log2n. Theorem 5: Let d1 be any positive integer. Then i=1nid(nd+1)
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