Set up division problem: Set up the division problem. To divide 622.51 by 7, we write it as 622.51 ÷ 7. Perform the division: Perform the division. We divide 622.51 by 7. This can be done using long division or a calculator. Using long division, we find that 7 goes into 62 eight times (8 x 7 = 56), with a remainder of 6. Bringing down the next digit (2), we have 62 again, and the process repeats. After the decimal point, we bring down the 5 to get 65, which is divided by 7 to get 9 with a remainder of 2. Finally, we bring down the 1 to get 21, which is divided by 7 to get 3 with no remainder. Check for errors: Check the result for any mathematical errors. We can multiply the quotient by 7 to see if we get the original number, 622.51. 88.93 x 7 = 622.51. This confirms that our division is correct.

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$622.51 \div 7$

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Grade 6

Divide fractions and mixed numbers

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622.51 \div 7

Set up division problem: Set up the division problem. $\newline$ To divide $622.51$ by $7$ , we write it as $622.51 \div 7$ .
Perform the division: Perform the division. $\newline$ We divide $622.51$ by $7$ . This can be done using long division or a calculator. Using long division, we find that $7$ goes into $62$ eight times ( $8 \times 7 = 56$ ), with a remainder of $6$ . Bringing down the next digit ( $2$ ), we have $62$ again, and the process repeats. After the decimal point, we bring down the $5$ to get $65$ , which is divided by $7$ to get $7$ $1$ with a remainder of $2$ . Finally, we bring down the $7$ $3$ to get $7$ $4$ , which is divided by $7$ to get $7$ $6$ with no remainder.
Check for errors: Check the result for any mathematical errors. $\newline$ We can multiply the quotient by $7$ to see if we get the original number, $622.51$ . $88.93 \times 7 = 622.51$ . This confirms that our division is correct.