How to Check Your Subtraction Answers

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What is the opposite, or 'inverse', operation of subtraction?
Addition. You can use addition to check your subtraction work.
You solved \(35 - 12 = 23\). How do you use addition to check this?
Add the number you subtracted (\(12\)) to your answer (\(23\)). If it equals the starting number (\(35\)), you're correct!
Let's check \(35 - 12 = 23\). What is \(23 + 12\)?
\(35\). Since \(23 + 12 = 35\), the original subtraction was correct.
I solved \(88 - 40 = 48\). What addition problem should I do to check my work?
$$48 + 40$$
What is \(48 + 40\)? Does this mean the answer to \(88-40=48\) is correct?
\(48 + 40 = 88\). Yes, the answer is correct.
Your answer for \(76 - 25\) is \(51\). Is this correct? Check with addition.
Yes, it's correct because \(51 + 25 = 76\).
A friend says \(67 - 15 = 42\). Check their answer using addition.
It's incorrect! \(42 + 15 = 57\), not \(67\). The correct answer is \(52\).
If you solve a problem like (Big Number - Small Number = Answer), how do you check it?
You check if (Answer + Small Number = Big Number).
To check the problem \(A - B = C\), what addition sentence do you write?
$$C + B = A$$
Use addition to check if this is correct: \(99 - 81 = 18\).
Yes, it is correct. \(18 + 81 = 99\).
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