Divide. (-10a^2 + 80a) ÷ (a - 8) ______

Identify dividend and divisor: Identify the dividend and divisor. Dividend: -10a^2 + 80a Divisor: a - 8Factor out common term: Factor out the common term in the dividend. -10a(a - 8)Divide factored dividend: Divide the factored dividend by the divisor. (-10a(a - 8)) ÷ (a - 8)Cancel common factor: Cancel out the common factor (a - 8). -10a

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Divide. $\newline$ $(-10a^2 + 80a) \div (a - 8)$

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Algebra 2

Divide polynomials using long division

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Q. Divide.

\newline

(-10a^2 + 80a) \div (a - 8)

Identify dividend and divisor: Identify the dividend and divisor. $\newline$ Dividend: $-10a^2 + 80a$ $\newline$ Divisor: $a - 8$
Factor out common term: Factor out the common term in the dividend. $\newline$ $-10a(a - 8)$
Divide factored dividend: Divide the factored dividend by the divisor. $\newline$ $(-10a(a - 8)) \div (a - 8)$
Cancel common factor: Cancel out the common factor $(a - 8)$ . $\newline$ $-10a$