Algebra $$ 2 $$ L. 4 Divide polynomials using long division YN5 Divide. If the polynomial does not divide evenly, include the remainder as a fraction. $$ \left(6 w^{3}+11 w^{2}-2 w\right) \div(w+2) $$

Question

Algebra $$ 2> $$ L. 4 Divide polynomials using long division YN5 Divide. If the polynomial does not divide evenly, include the remainder as a fraction. $$ \left(6 w^{3}+11 w^{2}-2 w\right) \div(w+2) $$

Pollard Dawson · Accepted Answer

The result of dividing $$6w^3+11w^2-2w$$ by $$w+2$$ is $$6w^2-w$$.

Algebra \( 2> \) L. 4 Divide polynomials using long division YN5 Divide. If the polynomial does not divide evenly, include the remainder as a fraction. \( \left(6 w^{3}+11 w^{2}-2 w\right) \div(w+2) \)

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Algebra \( 2> \) L. 4 Divide polynomials using long division YN5 Divide. If the polynomial does not divide evenly, include the remainder as a fraction. \( \left(6 w^{3}+11 w^{2}-2 w\right) \div(w+2) \)

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