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Quizzes > Mathematics > Basic Math & Arithmetic

Multiplication Table Quiz: 1-12 Challenge

Ready to ace this times tables 1-12 test? Dive in now!

Difficulty: Moderate
2-5mins
Learning OutcomesCheat Sheet
Paper art illustration for multiplication table quiz 1-12 on golden yellow background

This multiplication table quiz helps you practice times tables 1 - 12, build speed, and spot gaps. Use our free practice mode to warm up, or try the timed challenge for a quick check with instant results. See your score after each round and improve with every try.

What is 1 times 1?
1
0
2
11
Multiplying any number by 1 yields the number itself due to the identity property of multiplication. Therefore, 1 x 1 equals 1. This fundamental rule applies to all real numbers. For more on multiplication tables, see .
What is 1 times 5?
10
6
5
4
Any number multiplied by 1 remains the same, so 1 x 5 equals 5. This is a simple illustration of the multiplication identity property. It's an essential fact when memorizing basic tables. For further reading, visit .
What is 2 times 2?
4
8
2
6
Doubling a number means multiplying it by 2, so 2 x 2 equals 4. This is one of the first facts learned in the multiplication table. It demonstrates repeated addition: 2 + 2 = 4. Explore more examples at .
What is 2 times 3?
9
6
5
8
Multiplying 2 by 3 is the same as adding 2 three times: 2 + 2 + 2 = 6. Hence, 2 x 3 equals 6. This is foundational for understanding larger products. For a full table, see .
What is 3 times 3?
3
12
6
9
Three times three means adding 3 three times: 3 + 3 + 3 = 9. Therefore, 3 x 3 equals 9. This product is part of the perfect square numbers. Learn more at .
What is 4 times 2?
4
10
8
6
Multiplying by 2 doubles the number, so 4 x 2 = 8. It's the same as adding 4 + 4. This basic fact is crucial for building speed in multiplication. See for more.
What is 6 times 1?
5
6
7
12
Multiplying by 1 leaves the number unchanged, so 6 x 1 is 6. This illustrates the identity property of multiplication. It's essential for all tables up to 12. For more, visit .
What is 3 times 4?
9
7
12
16
Multiplying 3 by 4 is the same as adding 3 four times: 3 + 3 + 3 + 3 = 12. Hence, 3 x 4 equals 12. This fact helps when working with larger numbers. Reference: .
What is 2 times 5?
10
12
6
8
Multiplying by 5 often ends in 0 or 5; here, 2 x 5 = 10. It's also two groups of five items. Memorizing this speeds up calculations. More tables at .
What is 3 times 5?
15
10
12
8
Multiplying 3 by 5 equals 15 because 5 added three times (5 + 5 + 5) makes 15. It's a key fact in the 5 times table. Visit for practice.
What is 4 times 4?
16
12
8
20
Four times four is 16, a perfect square (4²). This is part of the sequence of square numbers (1, 4, 9, 16…). It's fundamental for geometry and algebra. More at .
What is 7 times 1?
14
7
1
8
Any number times 1 is itself, so 7 x 1 = 7. This identity property holds for all real numbers. It's the entry point to all times tables. See .
What is 8 times 1?
8
9
1
16
Multiplying by 1 leaves any number unchanged, so 8 x 1 equals 8. This simple rule is called the multiplicative identity. For more examples, visit .
What is 9 times 1?
18
9
10
1
The identity property states that any number times 1 is itself, so 9 x 1 = 9. This fact anchors the entire multiplication table. For further practice, see .
What is 10 times 1?
10
11
1
9
Multiplying by 1 yields the original number, so 10 x 1 equals 10. This property simplifies many calculations. Check for more.
What is 12 times 1?
1
11
12
13
By the identity property of multiplication, any number multiplied by 1 remains unchanged, so 12 x 1 = 12. This is a key starting fact for the 12 times table. Learn more at .
What is 6 times 6?
30
36
32
42
Six squared (6 x 6) equals 36, one of the common perfect squares. This result also comes from adding six six times. Recognizing squares speeds up mental math. For full tables, see .
What is 7 times 3?
21
18
24
28
Three groups of seven items total 7 + 7 + 7 = 21. Therefore, 7 x 3 is 21. Memorizing this helps with larger calculations. See more at .
What is 8 times 4?
36
28
32
24
Multiplying eight by four equals 32 because 4 groups of 8 (8 + 8 + 8 + 8) give 32. This is part of the 8 times table. Practice all products at .
What is 5 times 7?
35
30
40
25
Five groups of seven items total 35, so 5 x 7 = 35. Knowing the 5 and 7 tables helps in quick estimation. More examples at .
What is 9 times 2?
16
20
14
18
Doubling nine gives 18, so 9 x 2 = 18. This is a quick fact that appears often in calculations. See the full table at .
What is 11 times 2?
20
22
21
24
Multiplying by 2 doubles the number, so 11 x 2 = 22. This helps when working with even and odd patterns. For more practice, see .
What is 12 times 3?
39
32
36
30
Three groups of twelve items equal 36, so 12 x 3 = 36. Recognizing multiples of 12 is valuable for time calculations and measurements. More at .
What is 4 times 7?
30
28
32
24
Four groups of seven total 28 (7 + 7 + 7 + 7). Thus, 4 x 7 = 28. This is a common fact when calculating areas and volumes. See more at .
What is 6 times 5?
32
25
30
35
Five groups of six items total 30, so 6 x 5 = 30. This fact is handy for quick mental calculations. For full tables, visit .
What is 8 times 5?
40
45
30
35
Eight groups of five equals 40, since 5 + 5 + 5 + 5 + 5 + 5 + 5 + 5 = 40. Multiplying by 5 often ends with 0 or 5. Practice more at .
What is 11 times 3?
32
33
36
30
Three groups of eleven items total 33, so 11 x 3 = 33. Recognizing this helps with quick addition of elevens. See more at .
What is 12 times 4?
52
44
40
48
Four groups of twelve equals 48, since 12 + 12 + 12 + 12 = 48. This is key for understanding dozens and hours on a clock. For more tables, visit .
What is 9 times 5?
45
40
50
42
Five groups of nine equal 45, so 9 x 5 = 45. This product often appears in financial and measurement contexts. Explore more at .
What is 6 times 7?
48
40
36
42
Seven groups of six items total 42, so 6 x 7 = 42. This fact is part of both the 6 and 7 tables. For complete tables, see .
What is 2 times 12?
20
24
26
22
Doubling twelve yields 24, so 2 x 12 = 24. This helps when calculating dozens. For further practice, visit .
What is 11 times 4?
44
40
42
48
Four groups of eleven total 44, hence 11 x 4 = 44. Recognizing this pattern aids mental math. More tables at .
What is 12 times 12?
120
132
156
144
Twelve squared (12 x 12) equals 144, a common perfect square. This result appears in area calculations of a 12x12 grid. It's an important benchmark in multiplication. See .
What is 11 times 11?
111
132
121
101
Eleven squared (11 x 11) equals 121, another perfect square. This pattern is useful in algebra and geometry. It helps build familiarity with larger tables. For reference, visit .
What is 9 times 9?
72
81
90
99
Nine squared equals 81, a well-known perfect square. This is key in many algebraic formulas. Memorizing 9x9 speeds up more complex multiplication. Learn more at .
What is 8 times 8?
60
72
56
64
Eight squared is 64, an important perfect square. It's used frequently in geometry when finding areas of squares. Recognizing squares improves calculation speed. See .
What is 7 times 7?
56
42
49
63
Seven squared equals 49, part of the sequence of perfect squares. It's fundamental for understanding quadratic growth. More on squares at .
What is 6 times 12?
60
66
84
72
Six groups of twelve total 72 (12 + 12 + ... six times). Recognizing multiples of 12 is useful for time and measurement tasks. For practice, see .
What is 12 times 9?
108
100
112
96
Nine groups of twelve items equal 108, so 12 x 9 = 108. This calculation is common when dealing with hours and dozens. More at .
What is 11 times 6?
66
56
60
72
Six groups of eleven total 66, so 11 x 6 = 66. Recognizing this helps with quick mental math for elevens. See .
What is 10 times 12?
120
110
132
100
Ten groups of twelve equal 120, simple because adding a zero to 12 gives 120. This is used in dozens and scoring. More tables at .
What is 11 times 7?
77
84
72
70
Seven groups of eleven total 77, so 11 x 7 = 77. This product appears in many real-life contexts. For further practice, visit .
What is 8 times 12?
84
88
96
104
Twelve groups of eight equal 96 (8 x 12 = 96). This is key for calculating dozens of eight. More examples at .
What is 7 times 12?
90
96
84
72
Twelve groups of seven total 84, so 7 x 12 = 84. This is useful when working with hours (7 days × 12 months). Visit .
What is 5 times 12?
65
60
50
70
Twelve groups of five equal 60 (5 x 12 = 60). This appears when calculating minutes in an hour (12 × 5 minutes). See more at .
What is 10 times 11?
101
100
110
120
Ten groups of eleven equal 110, since adding a zero to eleven gives 110. This is common in pricing and scoring contexts. For full tables, visit .
What is 9 times 11?
99
90
108
100
Eleven groups of nine total 99, so 9 x 11 = 99. This nearly reaches a hundred, which can be useful in rounding. Learn more at .
What is 12 times 11?
144
132
120
121
Eleven groups of twelve equal 132, so 12 x 11 = 132. This appears when dealing with large dozen counts. See the full chart at .
Which multiplication fact results in the highest product?
11 x 11 = 121
10 x 11 = 110
9 x 12 = 108
8 x 12 = 96
Of the given options, 11 x 11 = 121 is the largest product. It's a perfect square and exceeds the other results (108, 110, and 96). Comparing products helps with estimation and ordering. For more on comparing multiplications, see .
If a warehouse packs 12 boxes with 11 items each and 7 boxes with 12 items each, how many items are packed in total?
204
198
216
220
Calculate 12 x 11 = 132 items, then 7 x 12 = 84 items. Adding them gives 132 + 84 = 216 total items. This two-step problem tests combining products. For related examples, visit .
What is the missing factor in the equation ? x 9 = 108?
11
13
12
10
To find the missing factor, divide 108 by 9: 108 ÷ 9 = 12. Thus, 12 x 9 = 108. Solving missing-factor problems reinforces inverse operations. See .
What is the missing factor in the equation 12 x ? = 96?
6
8
7
9
Divide 96 by 12 to find the missing factor: 96 ÷ 12 = 8. Therefore, 12 x 8 = 96. Recognizing these helps with division and multiplication fluency. For more, see .
Which number is NOT a product of two integers between 1 and 12?
99
97
96
100
97 is a prime number and cannot be obtained by multiplying any two whole numbers between 1 and 12. The others - 96 (8×12), 99 (9×11), and 100 (10×10) - are valid products. Identifying non-products strengthens number sense. Learn more at .
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Study Outcomes

  1. Recall key multiplication facts -

    Effortlessly retrieve products from the multiplication table quiz covering times tables 1-12, ensuring quick and accurate recall during the timed challenge.

  2. Increase calculation speed -

    Enhance your mental math agility by practicing with the multiplication test 1 12 format, aiming to answer each question faster than before.

  3. Identify error patterns -

    Analyze your quiz results to spot specific times tables 1-12 where mistakes occur, helping you target areas for focused practice.

  4. Apply effective strategies -

    Use proven mental shortcuts and problem-solving techniques to navigate the multiplication quiz 1 12 more efficiently.

  5. Monitor progress over time -

    Leverage instant feedback and performance tracking to see improvements and set new goals in your multiplication 1-12 mastery.

  6. Build confidence in math -

    Challenge yourself with engaging quizzes that boost accuracy and speed, fostering a positive attitude toward mastering times tables 1-12.

Cheat Sheet

  1. Master the Commutative & Associative Properties -

    Understanding that 3×4 and 4×3 yield the same product simplifies your times tables 1-12 practice (commutative property). Grouping factors, as in 2×(3×4)=2×12, uses the associative property to break down larger problems into manageable steps. These strategies are endorsed by the National Council of Teachers of Mathematics for efficient mental calculation.

  2. Leverage Fact Families -

    Fact families like {3, 4, 12} link multiplication and division: 3×4=12, 4×3=12, 12÷3=4, 12÷4=3. Recognizing these sets speeds recall and reduces errors on your next multiplication table quiz. Research from Khan Academy shows that grouping related facts cuts memorization time in half.

  3. Use Skip Counting & Visual Grouping -

    Skip counting by 5s, 6s, or 8s (e.g., 8, 16, 24, 32…) builds a mental number line and reinforces patterns in the multiplication quiz 1 12 format. Drawing arrays, such as a 4×7 grid of dots, turns abstract numbers into concrete visuals, aiding long-term retention. Educational psychology studies confirm that combining auditory and visual cues strengthens memory.

  4. Apply the 9s Finger Trick & Digit Sum -

    For times tables of 9, use your fingers: to compute 9×6, bend your 6th finger - count 5 fingers left and 4 fingers right for 54. The digit-sum rule (5+4=9) offers a quick mental check. This mnemonic is validated by numerous math education journals for accuracy and speed.

  5. Practice with Timed Tests & Spaced Repetition -

    Regularly timing yourself on a multiplication test 1 12 boosts speed and builds confidence under pressure, mimicking real quiz conditions. Pair timed drills with spaced repetition - reviewing harder facts at increasing intervals - to embed knowledge in long-term memory. Cognitive science research highlights this blend as one of the most effective methods for mastering multiplication.

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