Within whole numbers through 1,000, addition and subtraction are inverse operations: if , then subtracting either addend from should recover the other, allowing an addition result to be verified and errors in place-value regrouping to be identified. The understanding applies to standard numerical equations and related unknown-addend situations, not to negative numbers, decimals, fractions, or formal algebraic generalizations.
When you add two numbers, you can check your answer by subtracting either addend from the sum. Addition and subtraction are inverse operations, which means they undo each other.
Example:
Check the answer by subtracting one addend:
The subtraction gives , which is the other addend. So the addition is correct:
You could also check by subtracting :
If the subtraction does not give the other addend, recheck your place values and any regrouping in the addition.
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