How many sums and how many multiplications are involved

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Question: Consider the algorithm that computes first x i 0 for each i, using the fast exponentiation algorithm from lectures (without taking mod). Then, it computes a1x0, a2x 2 0 , a3x 3 0 ,...,anx n 0 (independently) and, finally, it adds all of these numbers to a0 to obtain p(x0). How many sums and how many multiplications are involved in this algorithm? Please provide short explanations. (You can give your answer in O-notation

Reference no: EM133547985

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