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Quizzes > Mathematics > Basic Math & Arithmetic

Challenge Yourself with This 3rd Grade Multiplication Test

Think you can ace this multiplication test 3rd grade quiz? Start now!

Difficulty: Moderate
2-5mins
Learning OutcomesCheat Sheet
Colorful paper art third grade math quiz with numbers multiplication symbols on teal background playful learning theme

Ready to master your times tables? This multiplication test for 3rd graders helps you sharpen essential facts in a fun, stress-free way. Whether you're a parent seeking a solid multiplication test 3rd grade tool or a young math whiz up for a challenge, our engaging 3rd grade multiplication quiz and basic multiplication quiz for 3rd graders put your skills to the test. Track your progress, tackle each problem confidently, and boost your math confidence with every correct answer. Grab your pencil and dive into this 3rd Grade Math Quiz now - see how many you can conquer!

What is 3 x 4?
12
7
11
9
3 × 4 represents three groups of four objects. By adding 4 + 4 + 4 you get 12, which is the product. This also matches the multiplication table for 3 and 4. Learn more about multiplication here.
What is 7 x 5?
30
35
40
25
7 × 5 means seven groups of five items. Adding 5 seven times (5 + 5 + 5 + 5 + 5 + 5 + 5) equals 35. The multiplication table confirms that 7 times 5 is 35. See more examples here.
What is 9 x 2?
17
18
16
12
9 times 2 is the same as adding 2 nine times or adding 9 twice. Both methods give 18 as the result. This matches the standard multiplication table. Learn more about why multiplication works.
What is 6 x 6?
30
32
36
42
6 multiplied by 6 can be visualized as a 6×6 grid containing 36 units. It matches the entry in the multiplication table at row 6, column 6. Repeated addition (6 added six times) also yields 36. Explore multiplication grids.
What is 8 x 8?
64
56
72
48
8 groups of 8 objects equal 64 items in total. This result appears in the multiplication table at row 8, column 8. You can also add 8 eight times to confirm the product of 64. Practice more with multiplication tables.
What is 1 x 7?
6
7
8
0
Multiplying any number by 1 gives the number itself. So 1 × 7 equals 7. This is a basic identity property of multiplication. Understand the identity property.
What is 0 x 9?
0
9
81
18
Any number multiplied by 0 equals 0 because there are zero groups of that number. In this case, 0 groups of nine is 0. This follows the zero property of multiplication. Read about the zero property here.
What is 12 x 3?
36
24
32
39
12 × 3 means three groups of twelve. By adding 12 + 12 + 12, you get 36. You can also use the multiplication table for 3 and then adjust for 12. See detailed examples here.
What is 11 x 5?
50
55
60
45
11 multiplied by 5 equals 55 because 5 × 10 is 50 plus one more group of 5 equals 55. This can be confirmed by adding 5 eleven times. Learn more multiplication shortcuts.
What is 13 x 4?
52
48
56
60
Multiply 13 by 4 by doing 10 × 4 = 40 and 3 × 4 = 12, then add to get 52. This decomposition strategy helps with larger numbers. See how to break down problems.
What is 7 x 9?
63
54
72
56
7 times 9 can be thought of as 7 × (10 ? 1) = 70 ? 7 = 63. It matches the value in the 7 row of a multiplication table. Explore tricks for nines.
What is 8 x 6?
48
42
54
36
8 groups of 6 total 48. You can add 6 eight times or use the table entry for 6 × 8. Both confirm the product of 48. Practice with more examples.
What is 14 x 2?
28
24
32
30
Doubling 14 gives 28, since multiplying by 2 is the same as adding a number to itself. The multiplication table also shows 14 × 2 = 28. Read about doubling strategies.
What is 15 x 3?
45
40
50
35
15 × 3 can be broken into (10 × 3) + (5 × 3) = 30 + 15 = 45. This technique of splitting helps with larger factors. Learn splitting techniques.
What is 9 x 8?
72
64
81
56
A helpful trick is 9 × 8 = (10 × 8) ? 8 = 80 ? 8 = 72. The multiplication table also lists 72 at row 9, column 8. Explore tricks for nines.
What is 18 x 5?
90
80
95
85
18 × 5 equals (10 × 5) + (8 × 5) = 50 + 40 = 90. Breaking the number into parts simplifies the calculation. See more decomposition methods.
What is 17 x 6?
102
96
112
100
Multiply 17 by 6 by splitting: (10 × 6) + (7 × 6) = 60 + 42 = 102. This method reduces errors with larger factors. Learn more splitting tricks.
What is 12 x 7?
82
84
86
80
12 × 7 can be calculated as (10 × 7) + (2 × 7) = 70 + 14 = 84. Using place value decomposition simplifies the multiplication. Explore place value methods.
What is 14 x 9?
126
118
134
120
Using (14 × 10) ? (14 × 1) = 140 ? 14 = 126 is an efficient way to multiply by 9. This trick leverages easier multiples of 10. See more nine tricks.
What is 16 x 8?
128
118
136
144
Split 16 × 8 into (10 × 8) + (6 × 8) = 80 + 48 = 128. Breaking a larger factor into tens and units helps manage complex multiplications. Learn decomposition strategies.
What is 15 x 7?
100
105
115
95
Calculate 15 × 7 by doing (10 × 7) + (5 × 7) = 70 + 35 = 105. Decomposition into tens and units simplifies larger multiplications. Explore more examples.
What is 19 x 4?
76
72
80
70
19 × 4 can be done as (20 × 4) ? (1 × 4) = 80 ? 4 = 76. This method uses a nearby round number for ease. Learn rounding strategies.
What is 13 x 8?
104
96
112
100
Compute 13 × 8 by splitting into (10 × 8) + (3 × 8) = 80 + 24 = 104. Decomposing numbers simplifies the multiplication process. See more decomposition methods.
If Sarah has 5 boxes of crayons and each box contains 12 crayons, how many crayons does she have in total?
60
50
55
65
This is a word problem requiring multiplication: 5 × 12 = 60 crayons. You can think of five groups of twelve or add 12 five times. Word problems apply multiplication in real contexts. Learn more about word problems.
A library has 8 shelves, and each shelf holds 24 books. What is the total number of books in the library?
192
182
196
200
Multiply the number of shelves by the books per shelf: 8 × 24 = 192. You can split 24 into (20 + 4) and compute (8 × 20) + (8 × 4) = 160 + 32 = 192. This demonstrates using area-modeling for word problems. See word problem strategies.
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Study Outcomes

  1. Apply basic multiplication facts -

    Demonstrate mastery of times tables up to 10×10 by accurately solving multiplication problems in the quiz.

  2. Recall multiplication tables -

    Quickly retrieve multiplication facts for numbers 1 through 10, improving speed and accuracy in calculations.

  3. Employ mental math strategies -

    Use clever shortcuts and techniques to solve multiplication questions more efficiently without paper.

  4. Analyze multiplication patterns -

    Recognize and leverage patterns in times tables to simplify problem-solving and reinforce learning.

  5. Boost confidence in math skills -

    Build self-assurance through repeated practice, reducing anxiety when facing multiplication challenges.

  6. Track personal progress -

    Monitor performance across attempts to identify strengths and areas for further practice in 3rd grade multiplication.

Cheat Sheet

  1. Patterns in Times Tables -

    Recognizing patterns in the 2s, 5s, and 10s tables makes the multiplication test for 3rd graders less daunting. According to the National Council of Teachers of Mathematics (NCTM), spotting that multiples of 5 always end in 0 or 5 is a powerful shortcut. Practice by listing 5, 10, 15, 20… and watch how the pattern helps you answer quickly!

  2. Skip Counting Strategy -

    Skip counting (e.g., 3, 6, 9, 12…) is a mental math trick endorsed by many elementary math curricula to build fluency. Research from university education departments shows skip counting strengthens number sense and prepares students for more complex multiplication. Turn skip counting into a game - see how fast you can hop by fours or sevens and still land on the right total!

  3. Commutative Property -

    Understanding that 4 × 3 and 3 × 4 both equal 12 cuts your work in half, a concept highlighted in reputable educational journals. This commutative rule means if you know one fact, you automatically know its mirror. Remind yourself: "Flip it and you've got it," and watch your confidence soar on a basic multiplication quiz for 3rd graders.

  4. Arrays and Area Models -

    Using arrays (dots in rows and columns) or drawing a simple rectangle helps visualize problems, a method backed by research from the Mathematics Education Research Journal. For instance, a 3 × 4 array shows 3 rows of 4 dots, making the total 12 clear at a glance. Grab graph paper, sketch a 5 × 6 grid, and count - visual learning sticks!

  5. Real-World Word Problems -

    Applying multiplication in everyday scenarios - like sharing 3 cookies among 4 friends - cements skills and aligns with standards set by the Common Core State Standards Initiative. Transform a basic multiplication test into a story: "If each flower has 4 petals and you pick 3 flowers, how many petals total?" Solving these turns practice into play and boosts mental math agility.

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