Divide.
-$\left(16 x^{10}-28 x^{7}\right) \div\left(4 x^{4}\right)$
A) $16 x^{10}-7 x^{3}$
B) $4 x^{6}-7 x^{3}$
C) $-3 \mathrm{x}^{13}$
D) $4 x^{6}-28 x^{7}$

Name: Divide. -$\left(16 x^{10}-28 x^{7}\right) \div\left(4 x^{4}\right)$ A) $16 x^{10}-7 x^{3}$ B) $4 x^{6}-7 x^{3}$ C) $-3 \mathrm{x}^{13}$ D) $4 x^{6}-28 x^{7}$
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Question

Quizplus · Accepted Answer

When dividing each term in the polynomial by $4x^4$, $16x^{10} \div 4x^4 = 4x^6$ and $-28x^7 \div 4x^4 = -7x^3$, resulting in $4x^6 - 7x^3$.

Divide - (16x10−28x7)÷(4x4)\left(16 x^{10}-28 x^{7}\right) \div\left(4 x^{4}\right)(16x10−28x7)÷(4x4) A) 16x10−7x316 x^{10}-7 x^{3}16x10−7x3 B) 4x6−7x34 x^{6}-7 x^{3}4x6−7x3

Divide
- $\left(16 x^{10}-28 x^{7}\right) \div\left(4 x^{4}\right)$ A) $16 x^{10}-7 x^{3}$ B) $4 x^{6}-7 x^{3}$