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Quizzes > Mathematics

Adding and Subtracting Integers Practice Quiz

Quick integer operations practice. Instant results.

Editorial: Review CompletedCreated By: Rebecca Pertosa Updated Aug 23, 2025
Difficulty: Moderate
2-5mins
Learning OutcomesCheat Sheet
Paper art illustration for a quiz about adding and subtracting integers on a sky blue background

This quiz helps you practice adding and subtracting integers so you build accuracy and speed with positive and negative numbers. Get instant scoring and see which rules need a quick review. For more focused drills, try integer addition practice, or build fluency with an addition quiz. Want a broader checkup? Take a basic math quiz before or after this test.

What is 5 + 3?
8
-2
1
7
Adding two positive integers yields a larger positive integer. Here, 5 plus 3 equals 8. Learn more about basic integer addition .
What is -4 + 7?
4
3
-11
?3
When adding a negative and a positive integer, subtract the smaller absolute value from the larger. 7 - 4 equals 3. For more, see .
What is -3 + -6?
-2
9
-9
3
Adding two negative integers yields the negative of the sum of their absolute values: -(3 + 6) = -9. See more on negative addition .
What is 10 - 4?
-6
14
4
6
Subtracting a smaller positive integer from a larger one gives 10 - 4 = 6. Review subtraction of integers .
What is -5 - 3?
2
-8
15
-2
Subtracting a positive from a negative adds their absolute values negatively: -(5 + 3) = -8. See more on subtracting integers .
What is 0 + -7?
?1
7
-7
0
Adding zero to any number yields the number itself. Therefore, 0 + (-7) = -7. Learn about the additive identity property .
What is 8 - -2?
6
10
-6
-10
Subtracting a negative is equivalent to adding its positive: 8 - (-2) = 8 + 2 = 10. More on this rule .
What is -9 + 9?
-18
0
18
9
A number plus its opposite always equals zero (additive inverse property). Thus, -9 + 9 = 0. Read more .
What is -12 + 5?
-7
-17
7
17
Adding a smaller positive to a larger negative yields a negative: -(12 - 5) = -7. See integer addition rules .
What is -8 - (-3)?
-5
5
-11
11
Subtracting a negative is adding a positive: -8 + 3 = -5. For more examples, visit .
What is 15 - 20?
5
-5
35
-35
Subtracting a larger positive from a smaller yields a negative: 15 - 20 = -(20 - 15) = -5. Read more .
What is -14 + -7?
21
7
-21
-7
Adding two negatives yields the negative of their sum: -(14 + 7) = -21. Learn more .
What is 6 - (-15)?
-21
-9
21
9
Subtracting a negative equals adding: 6 + 15 = 21. Check this rule .
What is -3 - 11?
8
14
?8
-14
Subtracting a positive from a negative adds their absolute values negatively: -(3 + 11) = -14. More at .
What is -20 - (-5)?
-25
25
-15
15
Subtracting a negative adds: -20 + 5 = -15. Review integer subtraction .
What is 9 + (-13)?
22
-4
-22
4
Adding a negative subtracts: 9 - 13 = -4. For additional practice, visit .
-4 + 7 - 3 = ?
10
?10
0
6
Perform left to right: -4 + 7 = 3, then 3 - 3 = 0. Order of operations for addition/subtraction applies left to right. See .
(-15) - 5 + 10 = ?
-20
0
-10
30
Compute in sequence: -15 - 5 = -20, then -20 + 10 = -10. Integer operations follow left-to-right. More at .
20 + (-8) - (-2) = ?
12
10
- 14
14
First 20 + (-8) = 12, then 12 - ( - 2) = 12 + 2 = 14. For more examples, see .
-6 - (-6) + 2 = ?
2
0
?12
-2
-6 - ( - 6) = 0, then 0 + 2 = 2. Subtracting opposites yields zero. Review .
-8 + 4 - 12 = ?
-16
16
4
-4
Compute: -8 + 4 = -4, then -4 - 12 = -16. Left-to-right ordering applies. More at .
25 - (-10) + (-5) = ?
40
?20
30
10
25 - ( - 10) = 35, then 35 + ( - 5) = 30. Use rules for subtracting negatives and adding negatives. See .
-3 + 0 - 7 = ?
-10
10
-4
4
-3 + 0 = -3, then -3 - 7 = -10. Adding zero has no effect. Learn more about zero .
40 - 50 + (-10) = ?
-20
-30
20
0
40 - 50 = -10, then -10 + (-10) = -20. Combine stepwise. More examples at .
John had -15 points, then gained 4 points, then lost 9 points. What is his final score?
-20
-8
- 12
-10
Start at -15, add 4 to get -11, then subtract 9 to reach -20. Multi-step integer operations follow left-to-right. See multi-step examples .
0
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Study Outcomes

  1. Apply integer addition rules -

    Solve practice problems involving both positive and negative numbers using the correct addition techniques.

  2. Apply integer subtraction rules -

    Use subtraction strategies to find differences between integers, including subtracting negative values.

  3. Differentiate addition and subtraction of integers -

    Identify when to add versus subtract based on the signs and context of each problem.

  4. Calculate sums and differences accurately -

    Develop speed and precision by answering quiz questions with instant feedback.

  5. Analyze and correct arithmetic errors -

    Recognize common mistakes in integer operations and apply corrections to improve your skills.

  6. Build confidence in integer operations -

    Strengthen your arithmetic confidence through engaging, interactive adding and subtracting integers practice.

Cheat Sheet

  1. Visualize with a Number Line -

    Using a number line from sources like Khan Academy helps you see how integers move left or right, making adding and subtracting integers practice more intuitive. Plot terms like +4 and −6 to illustrate +4 + (−6) = −2, so you move 4 steps right then 6 steps left. This simple visual trick boosts confidence when tackling harder adding and subtracting integers quiz problems.

  2. Apply Sign Rules -

    Remember the "same sign, add; different sign, subtract" rule when adding integers: for example, +7 + +3 = +10 and +7 + (−3) = +4, as outlined by reputable sources like the University of Arizona's math department. This mnemonic keeps adding and subtracting integers practice on track and error-free. With this rule in your back pocket, complex problems feel like child's play!

  3. Convert Subtraction to Addition -

    Turn any subtraction into addition of the opposite by using the "Keep - Change - Change" method from research-backed lessons at The University of Nottingham: 8 − (−5) becomes 8 + 5 = 13 after you keep the first number, change the subtraction sign to addition, and change the second number's sign. This conversion trick streamlines the addition and subtraction of integers quiz and reduces mistakes. Practice with mixed problems to cement the skill.

  4. Connect to Real-World Contexts -

    Dive into applications like temperature changes or bank transactions - deposits (+) and withdrawals (−) - as suggested by the National Council of Teachers of Mathematics (NCTM). Visualizing owing $15 as −15 or a 7°F drop as −7 makes integers adding and subtracting practice relatable and memorable. These real-life scenarios sharpen intuition for challenging quiz questions.

  5. Engage in Targeted Drills -

    Use timed practice quizzes - like our free adding and subtracting integers quiz - and spaced-repetition flashcards to reinforce rules, drawing on frameworks from educational research at MIT's teaching lab. Tackling short, focused sessions - like five-minute warm-ups - builds speed and accuracy. Track your progress to see how each quiz lifts your confidence!

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