Question

(6f-7)(8f-9) in polynomial standard form

Answer 1

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Answer 2

The polynomial in standard form is

$\boxed{48f^2-110f+63}$

Step-by-step explanation:

Given:

$(6f-7)(8f-9)$

To find out:

The polynomial in standard form

Solution:

The given form of polynomial is

$(6f-7)(8f-9)$

$=48f^2-54f-56f+63$

$=48f^2-110f+63$

Thus, the polynomial in standard form is

$p(f)=48f^2-110f+63$

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