Find the product
-$(n+12)^{2}$

A) $n^{2}+24 n+144$
B) $n^{2}+144$
C) $n+144$
D) $144 n^{2}+24 n+144$

Name: Find the product -$(n+12)^{2}$ A) $n^{2}+24 n+144$ B) $n^{2}+144$ C) $n+144$ D) $144 n^{2}+24 n+144$
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Question

Find the product
-$(n+12)^{2}$

A) $n^{2}+24 n+144$
B) $n^{2}+144$
C) $n+144$
D) $144 n^{2}+24 n+144$

Quizplus · Accepted Answer

The product $(n+12)^{2}$ can be expanded using the formula $(a+b)^{2} = a^{2} + 2ab + b^{2}$, where $a=n$ and $b=12$. Thus, it becomes $n^{2} + 2(n)(12) + 12^{2}$, which simplifies to $n^{2} + 24n + 144$.

Find the Product - (n+12)2(n+12)^{2}(n+12)2 A) n2+24n+144n^{2}+24 n+144n2+24n+144 B) n2+144n^{2}+144n2+144 C) n+144n+144n+144 D) 144n2+24n+144144 n^{2}+24 n+144144n2+24n+144

Find the Product
- $(n+12)^{2}$ A) $n^{2}+24 n+144$ B) $n^{2}+144$ C) $n+144$ D) $144 n^{2}+24 n+144$