891808÷÷124 столбиком подробным

To divide using the long division method, follow these steps:

Step 1: Set up the division problem. Write the dividend (891808) inside the long division symbol and the divisor (124) outside of it.

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124 | 891808

Step 2: Determine how many times the divisor (124) can go into the first digit of the dividend (8). In this case, it cannot go into 8, so we consider the next digit as well. Therefore, we take 89 as the first partial quotient.

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124 | 891808 89

Step 3: Multiply the divisor (124) by the partial quotient (89) and write the product (11036) below the first two digits of the dividend. Subtract the product from the digits above it.

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124 | 891808 89 -8804

Step 4: Bring down the next digit of the dividend (1) and bring it down next to the difference. Now we have 11 as our new partial dividend.

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124 | 891808 89 -8804 11

Step 5: Determine how many times the divisor (124) can go into the first digit of the new partial dividend (11). In this case, it can fit exactly into 11, so the new partial quotient is 0.

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124 | 891808 89 -8804 0 11

Step 6: Multiply the divisor (124) by the new partial quotient (0) and write the product (0) below the first two digits of the new partial dividend. Subtract the product from the digits above it.

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124 | 891808 89 -8804 0 11 -0

Step 7: There are no more digits in the dividend to bring down. The division ends here.

Step 8: Now, we can write the final result. The quotient is the concatenation of the partial quotients: 89 and 0.

So, the division 891808 ÷ 124 is equal to 7173 with a remainder of 11.

Therefore, 891808 ÷ 124 = 7173 remainder 11.