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How many multiplications are required to evaluate a polynomial p ( t ) of degree n 1 at a given point t (a) Represented in

How many multiplications are required to evaluate a polynomial p(t) of degree n 1 at a given point t

(a) Represented in the monomial basis?

(b) Represented in the Lagrange basis?

(c) Represented in the Newton basis?

**Please write in clear format.

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