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What is (2n-3)(n2-2n+5)​

User PetarS
by
7.8k points

1 Answer

7 votes

Answer:


(2n-3)(n^2-2n+5) =
2n^3-7n^2+16n-15.

Explanation:

We are given the product,
(2n-3)(n^2-2n+5).

On simplifying the product, we get,


(2n-3)(n^2-2n+5)


2n^3-4n^2+10n-3n^2+6n-15


2n^3-7n^2+16n-15

Thus, the product of the two polynomials
(2n-3) and
(n^2-2n+5) is given by,


(2n-3)(n^2-2n+5) =
2n^3-7n^2+16n-15.

User Crispengari
by
8.5k points

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