Set up division problem: Set up the division problem. We need to divide 211768 by 71 to find the quotient.Begin long division process: Begin the long division process. Divide 71 into the first two digits of 211768, which is 211. Since 71 goes into 211 two times, we write 2 above the line. 2 * 71 = 142Subtract product from dividend: Subtract the product from the first part of the dividend. 211 - 142 = 69 Bring down the next digit from the dividend, which is 7, to make the number 697.Divide 71 into 697: Divide 71 into 697. 71 goes into 697 nine times, so we write 9 above the line. 9 * 71 = 639Subtract product from current number: Subtract the product from the current number. 697 - 639 = 58 Bring down the next digit from the dividend, which is 6, to make the number 586.Divide 71 into 586: Divide 71 into 586. 71 goes into 586 eight times, so we write 8 above the line. 8 * 71 = 568Subtract product from current number: Subtract the product from the current number. 586 - 568 = 18 Since there are no more digits to bring down, 18 is the remainder.Write final answer: Write down the final answer. The quotient is 298 and the remainder is 18.

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$211768 \div 71$

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211768 \div 71

Set up division problem: Set up the division problem. $\newline$ We need to divide $211768$ by $71$ to find the quotient.
Begin long division process: Begin the long division process. $\newline$ Divide $71$ into the first two digits of $211768$ , which is $211$ . Since $71$ goes into $211$ two times, we write $2$ above the line. $\newline$ $2 \times 71 = 142$
Subtract product from dividend: Subtract the product from the first part of the dividend. $\newline$ $211 - 142 = 69$ $\newline$ Bring down the next digit from the dividend, which is $7$ , to make the number $697$ .
Divide $71$ into $697$ : Divide $71$ into $697$ . $71$ goes into $697$ nine times, so we write $9$ above the line. $9 \times 71 = 639$
Subtract product from current number: Subtract the product from the current number. $697 - 639 = 58$ Bring down the next digit from the dividend, which is $6$ , to make the number $586$ .
Divide $71$ into $586$ : Divide $71$ into $586$ . $\newline$ $71$ goes into $586$ eight times, so we write $8$ above the line. $\newline$ $8 \times 71 = 568$
Subtract product from current number: Subtract the product from the current number. $\newline$ $586 - 568 = 18$ $\newline$ Since there are no more digits to bring down, $18$ is the remainder.
Write final answer: Write down the final answer. $\newline$ The quotient is $298$ and the remainder is $18$ .