Answer :
Final answer:
Yes, regrouping is required to find 523 - 141. It involves borrowing when subtracting digits in different place values.
Explanation:
Yes, you do need to regroup to find 523 - 141. Regrouping is a strategy used in subtraction when the digit being subtracted from the corresponding digit in another place value is larger. In this case, to subtract 1 from 3 in the ones place, we need to regroup by borrowing 1 from the tens place, making it 11. Then we subtract 1 from 11, which gives us 10. Now we can subtract 141 from 523:
523
-141
382
So, 523 - 141 is equal to 382.
Learn more about Regrouping in Subtraction here:
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