\[\frac{3{x}^{3}-2{x}^{2}-3+4x}{3+3x+{x}^{2}}\]

Choose Topic

Examples

"factor x^2+5x+6"

"integrate cos(x)^3"

1

Polynomial Division: Divide

3{x}^{3}-2{x}^{2}-3+4x

by

3+3x+{x}^{2}

.

	$3x$	$-11$
$x^2+3x+3$	$3x^3$	$-2x^2$	$4x$	$-3$
	$3x^3$	$9x^2$	$9x$
		$-11x^2$	$-5x$	$-3$
		$-11x^2$	$-33x$	$-33$
			$28x$	$30$

2

Rewrite the expression using the above.

3x-11+\frac{28x+30}{{x}^{2}+3x+3}

Done

Sponsored content

Like this solution? Share it!

Contact Us About Blog Terms Privacy

Cymath foriOS Android