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Quizzes > Mathematics

Multiplication Fluency Quiz to Boost Your Times Tables Speed

Quick, free times tables speed test with instant results.

Editorial: Review CompletedCreated By: Jeff LobueUpdated Aug 26, 2025
Difficulty: Moderate
Questions: 20
Learning OutcomesStudy Material
Colorful paper art depicting elements related to a Multiplication Fluency Quiz.

This multiplication fluency quiz helps you build fast, accurate times tables recall and improve calculation speed with 15 timed, multiple-choice questions and instant results. After you finish, keep practicing with times tables practice, try a multiplication quiz for grade 4, or boost your agility with a mental math quiz.

What is 3 Ã- 4?
7
12
14
9
Three groups of four equal 12. This is the result of multiplying 3 by 4.
What is 7 Ã- 5?
30
42
12
35
Five groups of seven equal 35. The multiplication fact 7 Ã- 5 represents that grouping.
What is 9 Ã- 2?
12
20
16
18
Two groups of nine total 18. This uses simple doubling of nine to get eighteen.
What is 6 Ã- 6?
42
30
32
36
Six groups of six equal 36. This square fact is a key part of the multiplication table.
What is 8 Ã- 3?
18
30
24
21
Three groups of eight give 24. Multiplication counts equal groups to find the product.
What is 12 Ã- 4?
36
56
60
48
Twelve groups of four produce 48. You can also view it as four groups of twelve to verify.
What is 11 Ã- 11?
111
123
112
121
Eleven times eleven equals 121. This is the entry at row 11, column 11 in the table.
What is 12 Ã- 9?
92
96
99
108
Twelve groups of nine total 108. You can also think of it as nine groups of twelve for the same result.
What is 7 Ã- 8?
64
49
56
48
Seven groups of eight equal 56. You can remember this by doubling 28 to get 56.
What is 5 Ã- 12?
60
55
72
48
Five groups of twelve give 60. It is the same as multiplying twelve by five.
What is 6 Ã- 8?
48
40
42
54
Six groups of eight total 48. You can also see it as doubling 24 to reach 48.
What is 9 Ã- 7?
56
72
63
49
Nine groups of seven equal 63. This fact can be checked by adding seven nine times or vice versa.
Fill in the blank: 4 Ã- __ = 28.
7
5
6
8
Four times seven equals 28. You can reverse the operation by dividing 28 by four to find seven.
Which multiplication gives the largest product?
9 Ã- 7 = 63
8 Ã- 9 = 72
12 Ã- 5 = 60
6 Ã- 11 = 66
Out of the given products, 8 Ã- 9 equals 72 which is the highest. Comparing each result shows this is largest.
What is 3 Ã- 12?
30
36
24
27
Three groups of twelve equal 36. This fact can also be seen as adding twelve three times.
Which decomposition correctly uses the distributive property to compute 7 Ã- 12 mentally?
(7 + 12) Ã- 2
(7 Ã- 10) + (7 Ã- 2)
(12 Ã- 7) ÷ 2 + 12
(12 Ã- 2) + 7
The distributive property allows splitting 12 into 10 and 2. Then 7 Ã- 10 + 7 Ã- 2 yields 70 + 14 = 84. This simplifies the mental calculation.
Which sequence uses doubling to calculate 9 Ã- 8 efficiently?
Calculate 8 Ã- 8 = 64, then add 9 to get 73
Calculate 9 Ã- 4 = 36, then double to get 72
Calculate 9 + 8 = 17, then multiply by 8 to get 136
Calculate 9 Ã- 2 = 18, then add 8 to get 26
Doubling the half-product turns 9 Ã- 4 into the original 9 Ã- 8. First 9 Ã- 4 gives 36, and doubling gives 72. This method uses halving and doubling to speed up calculation.
Which product does NOT follow the pattern of identical digits in the 11 times table?
11 Ã- 12 = 132
11 Ã- 9 = 99
11 Ã- 7 = 77
11 Ã- 4 = 44
For 11 Ã- n where n is a single digit, the product has identical digits (e.g., 11 Ã- 7 = 77). Multiplying by 12 breaks this pattern and yields 132. This illustrates that the simple pattern applies only up to 11 Ã- 9.
A theater has 11 rows of seats, and each row has 12 seats. If 9 rows are occupied, how many seats remain empty?
108
24
132
90
The total seats are 11 Ã- 12 = 132. Occupied seats are 9 Ã- 12 = 108, so empty seats are 132 - 108 = 24. This uses multiplication and subtraction in sequence.
A fabric is divided into a grid of 5 columns and 12 rows of squares. A patch covers 3 columns and 2 rows. How many squares remain uncovered?
6
18
60
54
There are 5 Ã- 12 = 60 total squares. The patch covers 3 Ã- 2 = 6 squares, so 60 - 6 = 54 squares remain. This problem applies multiplication followed by subtraction.
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Learning Outcomes

  1. Master multiplication facts 1 - 12 to improve recall speed
  2. Apply mental math strategies for faster calculations
  3. Identify patterns in multiplication tables to enhance understanding
  4. Demonstrate accuracy under timed conditions
  5. Evaluate strengths and target areas for improvement
  6. Analyse multiplication problems to select efficient methods

Cheat Sheet

  1. Master the Commutative Property of Multiplication - The commutative property lets you swap factors without changing the result, turning 3 × 4 into 4 × 3 for a smooth 12 every time. This switcheroo wizardry simplifies your calculations and boosts your math confidence in a flash.
  2. Apply the Distributive Property for Efficient Calculations - Break complex problems into bite-sized pieces, like turning 8 × 27 into (8 × 20) + (8 × 7). This puzzle-solving trick speeds up your work and gives you extra brainpower for the fun parts of math!
  3. Utilize Doubling and Halving Techniques - Supercharge your mental math by doubling and halving: to multiply by 4, double twice (59 → 118 → 236). It's like giving your brain a turbo boost without paper or pen!
  4. Practice Multiplying by 9 Using the Subtraction Method - Use the ninja 9-slayer trick: multiply by 10 then subtract the original number. For instance, 37 × 9 = 370 − 37 = 333, a slick shortcut for speedy accuracy.
  5. Enhance Speed with Multiplying by 5 - Multiply by 10, then halve it. So 5 × 48 = (10 × 48) ÷ 2 = 480 ÷ 2 = 240. This simple hoof-and-halve method makes 5's feel like your new best friend.
  6. Break Down Large Numbers Using Place Value - Demolish big numbers by splitting them: 3 × 1847 = 3 × (1000+800+40+7). Add (3000+2400+120+21) to get 5521 - easy as A+B+C+D!
  7. Use Rounding and Adjusting for Quick Estimates - Round to the nearest ten, multiply, then tweak the result. To find 19 × 7, do 20 × 7 = 140, then subtract 7 for a confident 133. Fast checks made fun!
  8. Recognize Patterns in Multiplication Tables - Become a pattern detective: notice that multiples of 5 always end in 0 or 5, and the 9's digit patterns. Spotting these helps you recall facts in a snap.
  9. Practice Mental Multiplication Regularly - Treat your brain like a muscle - daily drills of mental strategies build speed and accuracy. Soon, tough multiplications will feel like a fun mini-game!
  10. Develop Estimation Skills for Quick Checks - Use estimation as your math radar: preview answers by rounding, like 49 × 6 ≈ 50 × 6 = 300, then confirm the real product (294) is in the right ballpark.
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