Find the product. Simplify your answer. -2h^2(-4h^2 - 4h) ______

Distribute First Term: We need to distribute -2h^2 to both terms in the polynomial (-4h^2 - 4h). Let's start with the first term. -2h^2 * -4h^2 = 8h^4Distribute Second Term: Now, distribute -2h^2 to the second term in the polynomial. -2h^2 * -4h = 8h^3Combine Results: Combine the results from the first two steps to get the final simplified product. -2h^2(-4h^2 - 4h) = 8h^4 + 8h^3

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Find the product. Simplify your answer. $\newline$ $-2h^2(-4h^2 - 4h)$

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Q. Find the product. Simplify your answer.

\newline

-2h^2(-4h^2 - 4h)

Distribute First Term: We need to distribute $-2h^2$ to both terms in the polynomial $(-4h^2 - 4h)$ . Let's start with the first term. $\newline$ $-2h^2 \times -4h^2 = 8h^4$
Distribute Second Term: Now, distribute $-2h^2$ to the second term in the polynomial. $-2h^2 \times -4h = 8h^3$
Combine Results: Combine the results from the first two steps to get the final simplified product. $\newline$ $-2h^2(-4h^2 - 4h) = 8h^4 + 8h^3$