Multiply.
-$8 x^{2}\left(-4 x^{6}-8\right)$
A) $-32 x^{8}-64 x^{2}$
B) $-32 x^{8}-8$
C) $-32 x^{6}-64$
D) $-96 x^{2}$

Name: Multiply. -$8 x^{2}\left(-4 x^{6}-8\right)$ A) $-32 x^{8}-64 x^{2}$ B) $-32 x^{8}-8$ C) $-32 x^{6}-64$ D) $-96 x^{2}$
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Question

Quizplus · Accepted Answer

When multiplying polynomials, you multiply the coefficients and add the exponents of like bases. Thus, $8 x^{2} \times -4 x^{6} = -32 x^{8}$ and $8 x^{2} \times -8 = -64 x^{2}$, resulting in $-32 x^{8}-64 x^{2}$.

Multiply - 8x2(−4x6−8)8 x^{2}\left(-4 x^{6}-8\right)8x2(−4x6−8) A) −32x8−64x2-32 x^{8}-64 x^{2}−32x8−64x2 B) −32x8−8-32 x^{8}-8−32x8−8 C) −32x6−64-32 x^{6}-64−32x6−64

Multiply
- $8 x^{2}\left(-4 x^{6}-8\right)$ A) $-32 x^{8}-64 x^{2}$ B) $-32 x^{8}-8$ C) $-32 x^{6}-64$