Question: When we evaluate a particular polynomial, is it possible that the number of additions could be greater than the number of multiplications? yes o no

When we evaluate a particular polynomial, is it possible that the

number of additions could be greater than the number of multiplications? yes

o no Given a polynomial with 10 terms, we use the Horner's

rule to evaluate it. How many multiplications do we need? What is

When we evaluate a particular polynomial, is it possible that the number of additions could be greater than the number of multiplications? yes o no Given a polynomial with 10 terms, we use the Horner's rule to evaluate it. How many multiplications do we need? What is the minimum number of multiplications that we need to evaluate x51? When we apply the linear search on a given array, which of the following types of arrays do we expect to work on? an ordered array an unordered array

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