Polynomial f: x^3−1
Polynomial g: x^2+5
f⋅g=(x^3−1)⋅(x^2+5)=x^5+5x^3−x^2−5

How does the product x^5+5x3^−x^2−5 demonstrate the closure of polynomials under multiplication? Explain your answer.

Question

06-09-2022
Mathematics

Answered

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Polynomial f: x^3−1
Polynomial g: x^2+5
f⋅g=(x^3−1)⋅(x^2+5)=x^5+5x^3−x^2−5

How does the product x^5+5x3^−x^2−5 demonstrate the closure of polynomials under multiplication? Explain your answer.

Sagot :

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Polynomial f: x^3−1 Polynomial g: x^2+5 f⋅g=(x^3−1)⋅(x^2+5)=x^5+5x^3−x^2−5 How does the product x^5+5x3^−x^2−5 demonstrate the closure of polynomials under multiplication? Explain your answer.

Sagot :

Other Questions

Polynomial f: x^3−1
Polynomial g: x^2+5
f⋅g=(x^3−1)⋅(x^2+5)=x^5+5x^3−x^2−5

How does the product x^5+5x3^−x^2−5 demonstrate the closure of polynomials under multiplication? Explain your answer.