Basic Math Examples

\frac{91}{6}

$\frac{91}{6}$

Step 1

Set up the division problem in long division format.

$6$

$9$

$1$

Step 2

Divide

$9$ by

$6$ . Place this digit in the quotient on top of the division symbol.

	$1$
$6$	$9$	$1$

Step 3

Multiply the newest quotient digit

$(1)$ by the divisor

$6$ .

	$1$
$6$	$9$	$1$
$-$	$6$

Step 4

Subtract

$6$ from

$9$ .

	$1$
$6$	$9$	$1$
$-$	$6$
	$3$

Step 5

Bring down the next number of the dividend.

	$1$
$6$	$9$	$1$
$-$	$6$
	$3$	$1$

Step 6

Divide

$31$ by

$6$ . Place this digit in the quotient on top of the division symbol.

	$1$	$5$
$6$	$9$	$1$
$-$	$6$
	$3$	$1$

Step 7

Multiply the newest quotient digit

$(5)$ by the divisor

$6$ .

	$1$	$5$
$6$	$9$	$1$
$-$	$6$
	$3$	$1$
$-$	$3$	$0$

Step 8

Subtract

$30$ from

$31$ .

	$1$	$5$
$6$	$9$	$1$
$-$	$6$
	$3$	$1$
$-$	$3$	$0$
		$1$

Step 9

The result of division of

$\frac{91}{6}$ is

$15$ with a remainder of

$1$ .

$15 \frac{1}{6}$

$\frac{91}{6}$

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