Find the product. Simplify your answer. (3f + 2)(f - 2) ______

Multiply each term: Now, we will multiply each term. 3f(f) = 3f^2 3f(-2) = -6f 2(f) = 2f 2(-2) = -4Combine like terms: Next, we combine like terms. 3f^2 - 6f + 2f - 4 = 3f^2 - 4f - 4Final simplified product: We have now simplified the expression completely. The final simplified product of (3f + 2)(f - 2) is 3f^2 - 4f - 4.

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Find the product. Simplify your answer. $\newline$ $(3f + 2)(f - 2)$

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Algebra 1

Multiply two binomials

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Q. Find the product. Simplify your answer.

\newline

(3f + 2)(f - 2)

Multiply each term: Now, we will multiply each term. $\newline$ $3f(f) = 3f^2$ $\newline$ $3f(-2) = -6f$ $\newline$ $2(f) = 2f$ $\newline$ $2(-2) = -4$
Combine like terms: Next, we combine like terms. $\newline$ $3f^2 - 6f + 2f - 4$ $\newline$ = $3f^2 - 4f - 4$
Final simplified product: We have now simplified the expression completely. The final simplified product of $(3f + 2)(f - 2)$ is $3f^2 - 4f - 4$ .