Divide 5 p 2 - 25 p - 20 - p - 1

5 p^2 25 p+20=5 (p^2 5 p+4)=5(p^2 4 p p+4)=5(p(p 4) (p 4))=5(p 1)(p 4) (5 p^2 25 p+20)÷ (p 1)=5 p^2 25 p+20p 1=5(p 1)(p 4)p 1=5(p 4)=5 p 20 ...

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Dividing a Monomial by a Monomial

Divide 5 p ...

Question

Divide
$(5 p^{2} - 25 p + 20) \div (p - 1)$

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(5 p^{2} - 25 p + 20) \div (p - 1)

(5 p^{2} - 25 p + 20) \div (p - 1)

(5 p^{2} - 25 p + 20) \div (p - 1)

(5 p^{2} - 25 p + 20) \div (p - 1)

Simplify: (5 p^{2} - 25 p + 20) \div (p - 4) .

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