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Quizzes > Mathematics > Basic Math & Arithmetic

Take the Ultimate Addition Quiz and Ace Your Sums

Think you can ace this addition test? Dive in and test addition skills now!

Difficulty: Moderate
2-5mins
Learning OutcomesCheat Sheet
Paper art illustration for a math quiz with simple sums boosting number confidence on teal background

Use this addition quiz to practice quick sums, build speed, and spot gaps before a school test. Start with a short warm-up, then move into a timed round with instant scoring and levels that get harder, so you can track progress as you go.

What is 1 + 1?
2
1
3
4
Adding 1 and 1 gives 2 because 1 plus 1 equals two units. This is the foundation of basic arithmetic addition. Understanding simple sums like this is essential for advancing to more complex problems. Learn more about the basics of addition .
What is 2 + 3?
6
5
4
3
The sum of 2 and 3 is 5 because you count two units then three more to reach five. This illustrates how sequential counting underpins addition. Practicing these sums builds number confidence for larger calculations. More about addition strategies .
What is 4 + 5?
10
9
7
8
Adding 4 to 5 results in 9 because you combine four units with five units. This is a direct application of the addition operation. Knowing sums like this helps with mental math fluency. For more addition examples, visit .
What is 6 + 2?
9
7
8
6
6 added to 2 equals 8 because you count two steps beyond six to reach eight. This basic addition helps build number sense. Regular practice with these simple sums improves overall arithmetic skills. Read more on addition principles .
What is 7 + 1?
9
6
7
8
Adding 1 to 7 gives 8 because you move one step from seven to eight. Understanding these incremental sums is critical for early math learners. Consistent practice builds confidence in handling larger numbers. For further reading on addition, see .
What is 3 + 3?
3
6
7
5
3 plus 3 equals 6 because you combine two groups of three. This demonstrates the concept of doubling within addition. Mastery of such facts aids in quick mental computation. Explore more doubling strategies .
What is 5 + 4?
8
9
10
7
The sum of 5 and 4 is 9 because you add four units to five units. Grasping these simple combinations helps solidify addition skills. Regular drills of single-digit sums can speed up mental math. More tips on addition practice are available .
What is 2 + 6?
7
9
6
8
2 added to 6 equals 8 because you count six and then two more. This basic addition reinforces counting on techniques. Developing speed with such sums is beneficial for more complex arithmetic. See more addition strategies .
What is 0 + 7?
0
7
6
8
Adding zero to any number yields the original number; thus 0 + 7 equals 7. This illustrates the identity property of addition. Recognizing this property simplifies calculations. Learn about addition properties .
What is 9 + 0?
0
10
9
8
Adding zero to nine gives nine, demonstrating the identity element in addition. This principle applies to any number when adding zero. Understanding identities helps streamline math operations. Further reading on addition properties is available .
What is 1 + 8?
9
8
10
7
1 plus 8 equals 9 because you count one step beyond eight. Mastering these sums is crucial for rapid mental addition. Consistent practice reinforces numerical fluency. See more examples .
What is 4 + 2?
6
7
8
5
4 plus 2 equals 6 because you combine two units with four units. Knowing these basic facts helps with more advanced calculations. Repeated practice increases recall speed. Learn more about addition techniques .
What is 3 + 5?
9
6
7
8
3 added to 5 yields 8 because you combine groups of three and five. Grasping these combinations supports mental math skills. Frequent practice helps internalize addition facts. More practice problems are available .
What is 6 + 3?
7
8
10
9
6 plus 3 equals 9 because you add three units to six units. This demonstrates counting on from six. Knowing these sums aids fast calculation. Dive deeper into addition methods .
What is 2 + 7?
7
10
8
9
Adding 7 to 2 gives 9 because you count two then seven more steps. Regular practice with these sums increases speed and accuracy. Mastery of single-digit addition is fundamental. Find more addition tips .
What is 5 + 5?
10
8
9
11
5 plus 5 equals 10 because two equal groups of five combine to ten. This is the basic concept of doubling. Recognizing doubles can speed up mental addition. For more on doubling strategies, visit .
What is 12 + 8?
19
21
22
20
When adding 12 and 8, you combine ten plus eight to get 20, then add the remaining two to still have 20. This shows place-value addition by grouping tens separately. Understanding place value simplifies multi-digit sums. Read more about two-digit addition .
What is 14 + 9?
22
21
24
23
14 plus 9 equals 23 because adding 10 to 14 gives 24, then subtracting 1 yields 23. This uses friendly numbers strategy for easier mental math. Such techniques speed up calculations. More on mental math tips .
What is 23 + 7?
30
31
32
29
Adding 23 and 7 results in 30 by combining 3 and 7 to get 10 and carrying the 1 to the tens place. This reinforces carrying over in addition. Mastery of carrying is key for larger sums. Learn about carrying in addition .
What is 18 + 5?
23
22
21
24
18 plus 5 equals 23 because you add 2 to reach 20 then the remaining 3 to get 23. This two-step addition strategy aids accuracy. Breaking totals into parts simplifies the process. For addition breakdowns, see .
What is 15 + 15?
25
32
30
28
15 added to 15 equals 30 because two tens make twenty and two fives make ten, which together form thirty. Recognizing tens and fives separately eases calculation. This demonstrates grouping by place value. More examples of place-value addition .
What is 11 + 22?
34
31
33
32
11 plus 22 equals 33 by adding the tens (10+20=30) and the ones (1+2=3). Summing each place value separately ensures accuracy. Place-value addition is fundamental for larger numbers. Learn more at .
What is 17 + 13?
30
29
32
31
17 plus 13 equals 30 because combining the ones (7+3=10) and the tens (10+10=20) then adds the carried 1 to yield 30. This shows both carrying and place-value addition. Such breakdown methods aid complex sums. Further strategies are here .
What is 24 + 16?
39
38
41
40
24 plus 16 equals 40 by adding the tens (20+10=30) and the ones (4+6=10) for a total of 40. Separating tens and ones simplifies multi-digit addition. This approach helps avoid mistakes. For more, see .
What is 19 + 9?
29
27
30
28
19 plus 9 equals 28 because you add 1 to reach 20 then add the remaining 8 to total 28. This uses breaking apart strategy for ease. Breaking into round numbers speeds mental addition. More tricks at .
What is 20 + 5?
23
24
26
25
Adding 20 and 5 yields 25 because you combine two tens with five ones. Understanding how tens and ones combine is key in multi-digit addition. Visualizing place value supports accuracy. See more place-value tips .
What is 13 + 19?
32
30
33
31
13 plus 19 equals 32 by adding ones (3+9=12) and carrying 1 to the tens (10+10+1=21) for a total of 32. This shows addition with carrying over. Keeping place-value columns aligned avoids mistakes. More examples are found .
What is 21 + 8?
29
30
27
28
21 plus 8 equals 29 because adding 8 to the ones place (1+8=9) and then keeping the 2 tens yields 29. This simple addition emphasizes place values. Solid understanding accelerates computation. Find more practice .
What is 16 + 14?
29
31
28
30
16 plus 14 equals 30 by adding the tens (10+10=20) and the ones (6+4=10), summing to thirty. Breaking into tens and ones ensures accuracy. This method is essential for larger calculations. Learn more at .
What is 18 + 12?
30
29
31
28
18 plus 12 equals 30 by combining the ones (8+2=10) and the tens (10+10=20), then adding the carried 1 to total thirty. Proper alignment of digits is key. Practicing these steps reduces errors. More guidance .
What is 22 + 6?
28
27
29
30
22 plus 6 equals 28 by adding the ones (2+6=8) and keeping the two tens intact for twenty, resulting in twenty-eight. This process emphasizes digit alignment. Strong place-value skills underpin correct addition. For more, visit .
What is 25 + 5?
31
30
29
28
25 plus 5 equals 30 because adding five to the ones place (5+5=10) carries one to the tens column, making three tens. This is a classic carrying example. Mastery of carrying is essential for larger sums. Additional practice .
What is 123 + 456?
575
588
579
569
To add 123 and 456, stack the numbers and add each column: 3+6=9, 2+5=7, 1+4=5, yielding 579. Proper column alignment ensures correct sums. Practicing three-digit addition with carrying builds fluency. More on multi-digit addition .
What is 234 + 321?
554
545
565
555
Adding 234 and 321: 4+1=5, 3+2=5, 2+3=5 gives 555. This illustrates consistent carrying-free column addition. Accuracy in lining up digits is crucial. Learn more about column addition .
What is 345 + 678?
1023
1013
1123
1003
345 plus 678 equals 1023. Adding the ones (5+8=13, write 3 carry 1), tens (4+7+1=12, write 2 carry 1), hundreds (3+6+1=10) yields 1023. This example demonstrates multi-step carrying. For more on carrying, visit .
What is 789 + 123?
902
922
901
912
Adding 789 and 123: ones (9+3=12, write 2 carry 1), tens (8+2+1=11, write 1 carry 1), hundreds (7+1+1=9) results in 912. Proper carrying is essential for accuracy. More carrying techniques are here .
What is 567 + 789?
1356
1256
1346
1366
567 plus 789 equals 1356. Add ones (7+9=16, write 6 carry 1), tens (6+8+1=15, write 5 carry 1), hundreds (5+7+1=13). This multi-carry example underlines systematic addition. Practice more at .
What is 910 + 110?
1000
1020
1010
1030
910 plus 110 equals 1020 because adding hundreds (900+100=1000) and tens (10+10=20) sums to 1020. Separating hundreds and tens clarifies the sum. This is an example of place-value addition. Learn more .
What is 432 + 567?
999
997
998
1000
432 plus 567 equals 999: ones (2+7=9), tens (3+6=9), hundreds (4+5=9). This neat result shows no carrying is required. Recognizing patterns speeds addition. Further patterns are at .
What is 678 + 222?
900
910
890
880
Adding 678 and 222 yields 900 because ones (8+2=10 carry 1), tens (7+2+1=10 carry 1), hundreds (6+2+1=9). This is a clear example of cascading carries. Mastery requires systematic work. More on carrying .
What is 345 + 555?
899
900
910
888
345 plus 555 equals 900. Adding ones (5+5=10 carry 1), tens (4+5+1=10 carry 1), hundreds (3+5+1=9). Recognizing repetitive digits can help spot patterns. Further practice at .
What is 812 + 98?
905
920
900
910
812 plus 98 equals 910 by adding 800+0=800, 12+98=110, then 800+110=910. Breaking into parts simplifies addition. This method prevents misalignment errors. More strategies .
What is 634 + 366?
1001
980
1000
999
634 plus 366 equals 1000 because each column (ones:4+6=10, tens:3+6+1=10, hundreds:6+3+1=10) produces a carry to the next place. This classic example shows full column carrying. Recognizing round results aids speed. More at .
What is 759 + 241?
1000
1001
999
980
759 plus 241 equals 1000. Ones (9+1=10, carry 1), tens (5+4+1=10, carry 1), hundreds (7+2+1=10). This is a straightforward example of multi-column carrying. Practice more at .
What is 888 + 112?
1000
1001
900
990
888 plus 112 equals 1000 through column addition with carries: ones (8+2=10), tens (8+1+1=10), hundreds (8+1+1=10). Sequential carrying results in a clean thousand. For more on place-value carrying, see .
What is 999 + 1?
1000
1001
990
999
Adding 1 to 999 yields 1000 because each digit cycles from 9 to 0 with carries into the next place. This highlights carrying across multiple columns. Understanding this pattern is helpful for rounding and estimates. More at .
What is 456 + 544?
1000
1001
999
980
456 plus 544 equals 1000. Ones (6+4=10), tens (5+4+1=10), hundreds (4+5+1=10) produce cascading carries. This exact thousand result is a classic example. Learn more about adding large numbers .
What is 123 + 877?
1000
980
1001
999
123 plus 877 equals 1000 through column addition with carries at each step. Recognizing matching complements to 1000 can speed calculations. This pattern is useful in mental math shortcuts. For more on complements, see .
What is 1234 + 5678?
6902
6812
6792
6912
Adding 1234 and 5678 yields 6912. Summing each column: ones (4+8=12, carry 1), tens (3+7+1=11, carry 1), hundreds (2+6+1=9), thousands (1+5=6). Systematic carrying ensures correctness. For advanced addition tips, visit .
What is 9876 + 5432?
15308
14408
14508
15208
9876 plus 5432 equals 15308. Column addition: ones (6+2=8), tens (7+3=10 carry 1), hundreds (8+4+1=13 carry 1), thousands (9+5+1=15). Accurate carrying across four columns is key. More on multi-digit addition .
What is 4321 + 8765?
12986
13086
13186
13096
4321 plus 8765 equals 13086. Add ones (1+5=6), tens (2+6=8), hundreds (3+7=10, carry 1), thousands (4+8+1=13). Proper placement of carries yields the correct total. Learn more about column addition .
What is 2345 + 6789?
9124
9034
9234
9134
2345 plus 6789 equals 9134. Column addition: ones (5+9=14, carry 1), tens (4+8+1=13, carry 1), hundreds (3+7+1=11, carry 1), thousands (2+6+1=9). Multi-step carries require attention. More addition methods .
What is 3456 + 7890?
11346
11446
11246
10346
Adding 3456 and 7890 gives 11346. Sum ones (6+0=6), tens (5+9=14 carry 1), hundreds (4+8+1=13 carry 1), thousands (3+7+1=11). This complex carry example reinforces structured addition. More detailed guidance .
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Study Outcomes

  1. Understand Basic Addition Concepts -

    Grasp fundamental addition principles and number relationships by working through simple sums in this addition math test.

  2. Apply Mental Calculation Techniques -

    Utilize effective strategies like number grouping and decomposition to solve questions quickly during the addition quiz.

  3. Improve Calculation Accuracy and Speed -

    Enhance your ability to perform addition operations both accurately and swiftly, reducing errors in future tests.

  4. Identify Addition Patterns -

    Learn to spot and use numerical patterns that simplify addition tasks, making it easier to tackle more complex problems.

  5. Evaluate Your Performance -

    Score your results to pinpoint strengths and areas for improvement, tracking progress over multiple test addition attempts.

  6. Build Confidence in Addition -

    Gain self-assurance in your basic math skills so you can approach future addition quizzes with ease and enthusiasm.

Cheat Sheet

  1. Mastering Place Value Alignment -

    When tackling an addition quiz, always line up numbers by their units, tens, hundreds, etc., so each digit sits in the proper column. For example, in an addition math test problem like 38 + 27, add the ones column (8 + 7 = 15), write down 5, carry over 1 to the tens column, then add 3 + 2 + 1 to get 6 (total 65). Research from the National Council of Teachers of Mathematics emphasizes that correct alignment reduces errors in basic sums.

  2. Utilizing Commutative and Associative Properties -

    The commutative property tells us a + b = b + a, and the associative property shows (a + b) + c = a + (b + c), making mental flexibility key in your addition test. For instance, on a test addition problem 5 + 8, you can swap to 8 + 5 for comfort, or group numbers in a series like (2 + 3) + 4 to simplify calculations. These fundamental laws, highlighted in research from Math is Fun and university math departments, boost both speed and accuracy.

  3. Applying Number Bonds for Mental Math -

    Number bonds help you break numbers into friendly parts, such as turning 7 + 6 into 7 + 3 + 3 to easily make ten, yielding 13. This "make ten" trick is backed by cognitive science studies at major educational institutions for improving addition test performance. Practicing number bonds strengthens your mental toolkit when facing time-pressured addition quizzes.

  4. Breaking Apart with the Partial Sums Method -

    In an addition math test, split numbers into tens and ones - for example, 47 + 58 becomes (40 + 50) + (7 + 8) = 90 + 15 = 105 - so you focus on smaller calculations before combining. Partial sums is a Common Core - endorsed strategy that visually shows how each component contributes to the final sum. This approach minimizes mistakes and builds confidence as you test addition skills.

  5. Verifying Results Using Inverse Operations -

    After finding an answer on an addition quiz, double-check by subtracting one addend from your sum: if 23 + 19 = 42, then 42 - 19 should return to 23. This self-checking tactic, recommended by educational research from university repositories, catches slip-ups quickly. Incorporating inverse operations into your study routine ensures accuracy and reinforces number sense on any addition test.

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