Questiona) $12x(5x-4)$

Studdy Solution

STEP 1

1. The expression $12x(5x-4)$ is given in a factored form.
2. The task is to expand the expression to its polynomial form.

STEP 2

1. Apply the distributive property to expand the expression.
2. Simplify the resulting polynomial.

STEP 3

Apply the distributive property to expand the expression $12x(5x-4)$ .
$12x(5x-4) = 12x \times 5x + 12x \times (-4)$

STEP 4

Calculate each term separately:
First term: $12x \times 5x = 60x^2$
Second term: $12x \times (-4) = -48x$

STEP 5

Combine the terms to form the expanded polynomial:
$60x^2 - 48x$
The expanded form of the expression is:
$\boxed{60x^2 - 48x}$

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