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Divide. $\newline$ $(-33b^2 + 132b) \div (b - 4)$

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Divide polynomials using long division

Full solution

Q. Divide.

\newline

(-33b^2 + 132b) \div (b - 4)

Factor out common term: Factor out the common term in the numerator. $\newline$ $(-33b^2 + 132b) = -33b(b - 4)$
Write as fraction: Write the division as a fraction. $\newline$ $(-33b(b - 4)) \div (b - 4)$
Cancel common term: Cancel out the common $(b - 4)$ term from the numerator and denominator. $\newline$ $-33b$
Check for errors: Check for any possible math errors. $\newline$ No errors found; the common term $(b - 4)$ was correctly cancelled out.

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