Find the product. Simplify your answer. (4v + 4)(v + 3) ______

Perform Multiplication: Now we will perform the multiplication for each term. 4v(v) = 4v^2 4v(3) = 12v 4(v) = 4v 4(3) = 12Combine Like Terms: Next, we will combine like terms. 4v^2 + 12v + 4v + 12 = 4v^2 + (12v + 4v) + 12 12v + 4v = 16v So, the expression becomes: 4v^2 + 16v + 12Final Simplified Form: Finally, we have the simplified form of the product. The product of (4v + 4) and (v + 3) is 4v^2 + 16v + 12.

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Find the product. Simplify your answer. $\newline$ $(4v + 4)(v + 3)$

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Q. Find the product. Simplify your answer.

\newline

(4v + 4)(v + 3)

Perform Multiplication: Now we will perform the multiplication for each term. $\newline$ $4v(v) = 4v^2$ $\newline$ $4v(3) = 12v$ $\newline$ $4(v) = 4v$ $\newline$ $4(3) = 12$
Combine Like Terms: Next, we will combine like terms. $\newline$ $4v^2 + 12v + 4v + 12 = 4v^2 + (12v + 4v) + 12$ $\newline$ $12v + 4v = 16v$ $\newline$ So, the expression becomes: $\newline$ $4v^2 + 16v + 12$
Final Simplified Form: Finally, we have the simplified form of the product. $\newline$ The product of $(4v + 4)$ and $(v + 3)$ is $4v^2 + 16v + 12$ .