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Prove the following statements using Structural Induction. Polynomials f(x) can be defined recursively as follows: 1 and x are polynomials If p and q are

Prove the following statements using Structural Induction.

Polynomials f(x) can be defined recursively as follows:

image text in transcribed 1 and x are polynomials

image text in transcribed If p and q are polynomials, so are p + q, p image text in transcribed q, cp, where c is a constant.

Prove that the polynomials defined as above can be expressed as

image text in transcribed

where, image text in transcribed, i image text in transcribed N, are constant coefficients.

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