Divide: ((920)/(4)) = □

Set up division problem: Set up the division problem. We need to divide 920 by 4 to find the quotient. Calculation: 920 ÷ 4Perform the division: Perform the division. Divide 920 by 4. Since 4 goes into 9 twice (2 times 4 is 8), we write 2 above the 9 and subtract 8 from 9 to get 1. Bring down the 2 next to the 1 to make 12. 4 goes into 12 three times (3 times 4 is 12), so we write 3 above the 2 and subtract 12 from 12 to get 0. Bring down the 0 to make 0. 4 goes into 0 zero times (0 times 4 is 0), so we write 0 above the last 0. There is no remainder. Calculation: 920 ÷ 4 = 230

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Divide: $\newline$ $\frac{920}{4} = \square$

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Precalculus

Evaluate rational exponents

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Q. Divide:

\newline

\frac{920}{4} = \square

Set up division problem: Set up the division problem. $\newline$ We need to divide $920$ by $4$ to find the quotient. $\newline$ Calculation: $920 \div 4$
Perform the division: Perform the division. $\newline$ Divide $920$ by $4$ . Since $4$ goes into $9$ twice ( $2$ times $4$ is $8$ ), we write $2$ above the $9$ and subtract $8$ from $9$ to get $4$ $1$ . Bring down the $2$ next to the $4$ $1$ to make $4$ $4$ . $4$ goes into $4$ $4$ three times ( $4$ $7$ times $4$ is $4$ $4$ ), so we write $4$ $7$ above the $2$ and subtract $4$ $4$ from $4$ $4$ to get $4$ $4$ . Bring down the $4$ $4$ to make $4$ $4$ . $4$ goes into $4$ $4$ zero times ( $4$ $4$ times $4$ is $4$ $4$ ), so we write $4$ $4$ above the last $4$ $4$ . There is no remainder. $\newline$ Calculation: $9$ $4$