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Quizzes > High School Quizzes > Mathematics

Maths Table Quiz Practice Test

Boost Your Math Skills with Quick Answers

Difficulty: Moderate
Grade: Grade 8
Study OutcomesCheat Sheet
Paper art representing a Math Mastery Quiz for high school students providing feedback and guidance.

This maths table quiz helps you practice Grade 8 facts and spot weak areas in 20 quick questions. See instant answers with clear steps, track your score, and use tips to build speed and accuracy for class, homework, or exam review.

What is 3 x 4?
12
8
7
10
3 x 4 equals 12 because multiplying these numbers gives 12. This is one of the basic multiplication facts that you should remember.
What is 6 x 7?
48
36
40
42
6 multiplied by 7 yields 42, which is a fundamental fact in the multiplication table. Knowing this helps build confidence in solving similar problems.
What is the product of 5 and 9?
50
35
45
40
Multiplying 5 by 9 gives 45, which is a basic multiplication fact. This repetition helps in mastering multiplication tables.
What is 8 x 3?
28
18
24
21
8 multiplied by 3 equals 24. This simple fact reinforces basic multiplication skills essential for more challenging problems.
What is 7 x 7?
56
42
63
49
7 times 7 equals 49, making it a perfect square. Mastering square numbers is important for progressing in mathematics.
What is 9 x 8?
64
72
70
81
Multiplying 9 by 8 gives 72, a core multiplication fact. This type of problem strengthens your ability to recall multiplication tables under pressure.
What is 12 x 4?
52
44
48
46
Multiplying 12 by 4 results in 48. Recognizing and recalling these multiplication facts is essential for efficient mental math.
If 8 x ? = 64, what number should replace the question mark?
10
8
7
6
Since 8 multiplied by 8 is 64, the missing number is 8. This problem helps you practice solving for unknown factors.
Find the product of 11 and 7.
77
70
81
72
11 times 7 equals 77, a useful fact in many mathematical problems. Memorizing such products improves speed and accuracy in calculations.
What is 12 x 3?
34
36
35
40
Multiplying 12 by 3 gives 36. Understanding multiplication as repeated addition can simplify the process and reinforce the concept.
Calculate 5 x 12.
60
50
70
65
5 multiplied by 12 results in 60. This multiplication fact is fundamental for building quick mental arithmetic skills.
What is the result of 10 x 7?
75
70
80
60
Multiplying 10 by 7 results in 70. Multiplication involving 10 is generally straightforward, making it a useful reference in many calculations.
Which equation shows the correct multiplication fact: 4 x 8 = ?
36
32
30
28
4 multiplied by 8 equals 32, making this the correct equation. Recognizing the right product from several options builds your mathematical decision-making skills.
What is 11 x 8?
84
88
90
72
Multiplying 11 by 8 gives 88. This fact is part of the extended multiplication table and is useful in many higher-level calculations.
What is the square of 9?
81
72
89
99
The square of 9 is found by multiplying 9 by itself, which equals 81. Understanding squares is essential for various algebraic applications.
Find the missing factor: ? x 7 = 42.
7
8
6
5
Dividing 42 by 7 gives 6, which is the missing factor. This reverse application of multiplication reinforces the relationship between multiplication and division.
Determine the product: 6 x 6.
30
36
42
32
6 multiplied by 6 equals 36, which is also the square of 6. Recognizing square numbers is a key mathematical skill that supports higher-level concepts.
What is 5 x 7?
25
40
30
35
Multiplying 5 by 7 gives 35, a fundamental fact from the multiplication table. This reinforces your ability to recall and apply basic multiplication operations.
Which expression equals 64?
5 x 12
8 x 8
6 x 11
7 x 9
Since 8 multiplied by 8 equals 64, the correct expression is 8 x 8. Recognizing equivalent products is an important exercise in strengthening multiplication fluency.
What is 8 x 7?
56
58
54
64
Multiplying 8 by 7 gives 56, which is a key fact from the multiplication tables. Being comfortable with these products helps improve overall math fluency.
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Study Outcomes

  1. Understand and recall key math concepts presented in the quiz.
  2. Apply problem-solving strategies to tackle a variety of math problems.
  3. Analyze errors using immediate feedback to refine mathematical reasoning.
  4. Evaluate step-by-step solutions to strengthen conceptual understanding.
  5. Build confidence for upcoming tests and exams through guided practice.

Maths Table Quiz with Answers Cheat Sheet

  1. Master integer exponent rules - Dive into the world of exponents and learn how to simplify expressions like 3²×3❻❵=3❻³=1/27 with ease. Practice these properties to power up your algebra skills and solve problems faster than ever!
  2. Apply the Pythagorean Theorem - Uncover how a² + b² = c² helps you find missing sides in any right triangle. This trusty formula turns mystery triangles into straight‑forward puzzles you can solve in seconds!
  3. Learn volumes of cones, cylinders & spheres - Arm yourself with the formulas V=⅓πr²h, V=πr²h, and V=❴/₃πr³ to tackle real‑world 3D problems. Measuring ice cream cones or water tanks has never been more fun!
  4. Grasp functions & compare linear models - Discover how functions connect inputs to outputs and why y=mx+b rules the linear realm. Comparing slopes and intercepts turns you into a graph‑reading champion!
  5. Explore geometric transformations - Play with translations, rotations, reflections, and dilations to see shapes move and resize. You'll unlock the secrets of congruence and similarity while having a blast rearranging figures!
  6. Solve single & simultaneous linear equations - Tackle one‑step, multi‑step, and systems of equations like a detective on the case. Building these skills will boost your confidence and set you up for algebraic triumph!
  7. Investigate bivariate data & scatter plots - Plot points, draw lines of best fit, and interpret correlations like a data scientist. You'll learn to predict trends and answer "what if" questions with style!
  8. Understand rational vs. irrational numbers - Dive into decimals, fractions, and those quirky irrationals like √2 and π. Practice approximations to see how close you can get without losing your mind!
  9. Crack angle relationships - Identify corresponding, alternate interior, and vertical angles when parallel lines get intersected. These angle hacks will have you acing geometry proofs in no time!
  10. Apply proportions & percentages in real life - From discounts to interest rates, use ratios and percent calculations to tackle everyday money problems. Your shopping sprees and savings plans will thank you!
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