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How to Borrow Using Fractions

Borrowing is the math operation of taking from one number in order to provide to another. You typically use it in subtraction problems when part of the minuend is less than part of the subtrahend. This applies to fractions too when the numerator of the minuend is smaller than the numerator of the subtrahend. Knowing how to borrow using fractions is important because it is a basic math lesson and can help you to better understand mixed fractions.

Instructions

    • 1

      Subtract one from the whole number of the minuend. For example, if the problem is 7 (2 / 4) - 5 (3 / 4) = , then subtract 1 from 7. This gives you 7 - 1 = 6.

    • 2

      Add one to the fraction of the minuend. When borrowing, what is taken from one part of the minuend is added to the other. One is equivalent to the same numerator and denominator. Since 4 is in the denominator 1 = 4 / 4. For example, 4 / 4 + 2 / 4 = 6 / 4. This gives you a final answer of 6 (6 / 4) - 5 (3 / 4) = .

    • 3

      Subtract the whole numbers and subtract the numerators. After you borrow, you can proceed with the subtraction problem as normal. For example, 6 (6 / 4) - 5 (3 / 4) = 1 (3 / 4).

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