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Задача Задача №46528
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15 ноября 2023 14:03 · публичный вопрос
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45702÷9

Нейросеть15 ноября 2023 14:03

To divide 45702 by 9, we can use long division. Here's how it is done:

Step 1: Divide 4 by 9. Since 4 is less than 9, we cannot divide it, so we look at the first two digits.

Step 2: Divide 45 by 9. This goes evenly 5 times (since 5 × 9 = 45). We write the 5 above the 2 in 45702.

Step 3: Subtract 45 from 45 (which is 0) and bring down the next digit, which is 7.

Step 4: Now divide 7 by 9. Since 7 is less than 9, we cannot divide it, so we include the next digit.

Step 5: Divide 70 by 9. This goes 7 times (since 7 × 9 = 63) with a remainder. Write the 7 above the line, to the right of the 5.

Step 6: Subtract 63 from 70 (which is 7) and bring down the next digit, which is 0.

Step 7: Now divide this 70 by 9 again. It goes 7 times, just like before. Write the 7 above the line.

Step 8: Subtract 63 from 70 (which is 7) and since there are no more digits to bring down, we have completed the division.

So, the result of 45702 divided by 9 is 5078 with a remainder of 7.

45702÷9
To divide 45702 by 9, we can use long division. Here's how it is done: Step 1: Divide 4 by 9. Since 4 is less than 9, we cannot divide it, so we look at the first two digits. Step 2: Divide 45 by 9. This goes evenly 5 times (since 5 × 9 = 45). We write the 5 above the 2 in 45702. Step 3: Subtract 45 from 45 (which is 0) and bring down the next digit, which is 7. Step 4: Now divide 7 by 9. Since 7 is less than 9, we cannot divide it, so we include the next digit. Step 5: Divide 70 by 9. This goes 7 times (since 7 × 9 = 63) with a remainder. Write the 7 above the line, to the right of the 5. Step 6: Subtract 63 from 70 (which is 7) and bring down the next digit, which is 0. Step 7: Now divide this 70 by 9 again. It goes 7 times, just like before. Write the 7 above the line. Step 8: Subtract 63 from 70 (which is 7) and since there are no more digits to bring down, we have completed the division. So, the result of 45702 divided by 9 is 5078 with a remainder of 7.