Find the product. Simplify your answer. -6(4u^2 - 1) ______

Distribute -6: We need to distribute -6 to both terms inside the parentheses (4u^2 - 1). -6(4u^2 - 1) = -6 * 4u^2 - 6 * (-1)Multiply by 4u^2: Now, we multiply -6 by 4u^2. -6 * 4u^2 = -24u^2Multiply by -1: Next, we multiply -6 by -1. -6 * (-1) = 6Combine products: Combine the two products to get the final simplified expression. -24u^2 + 6

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Find the product. Simplify your answer. $\newline$ $-6(4u^2 - 1)$

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Q. Find the product. Simplify your answer.

\newline

-6(4u^2 - 1)

Distribute $-6$ : We need to distribute $-6$ to both terms inside the parentheses $(4u^2 - 1)$ . $-6(4u^2 - 1) = -6 \times 4u^2 - 6 \times (-1)$
Multiply by $4u^2$ : Now, we multiply $-6$ by $4u^2$ . $\newline$ $-6 \times 4u^2 = -24u^2$
Multiply by $-1$ : Next, we multiply $-6$ by $-1$ . $-6 \times (-1) = 6$
Combine products: Combine the two products to get the final simplified expression. $\newline$ $-24u^2 + 6$