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Math Trivia Questions

699 trivia questions with answers, all ages. Multiple-choice trivia with answers, sorted by topic and level. Reveal the answers below, pick one at random, or present them full-screen.

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  1. 1.

    The expression –105 + (–14) + 34 simplifies to which of the following?

    • A–85
    • B143
    • C–75
    • D–57
    Answer: –85
  2. 2.

    What is the units digit in the standard decimal expansion of the number 7^25?

    • A3
    • B7
    • C5
    • D1
    Answer: 7
  3. 3.

    There are 190 guests at a wedding. What is the least number of circular tables needed to seat all the guests if each table seats exactly 8 people?

    • A22
    • B24
    • C23
    • D25
    Answer: 24
  4. 4.

    Which phrase is a description of 2m+7?

    • A2 times the sum of 7 and m
    • B7 times the sum of 2 and m
    • C7 more than 2 times m
    • D2 more than 7 times m
    Answer: 7 more than 2 times m
  5. 5.

    How many positive integers are factors of 120 and also factors of 40?

    • A4
    • B2
    • C1
    • D8
    Answer: 8
  6. 6.

    Which mathematician refused the Fields Medal?

    • ATerence Tao
    • BEdward Witten
    • CGrigori Perelman
    • DAndrew Wiles
    Answer: Grigori Perelman
  7. 7.

    The map x -> axa^2 of a group G into itself is a homomorphism if and only if

    • Aa^3 = e
    • Ba^2 = a
    • CG is abelian
    • DG = {e}
    Answer: a^3 = e
  8. 8.

    If matrix A has dimensions 2 × 7 and matrix B has dimensions 7 × 5, what are the dimensions of the product matrix AB?

    • A7 × 7
    • B2 × 2
    • C2 × 5
    • D5 × 2
    Answer: 2 × 5
  9. 9.

    Debnil has 6 teaspoons of salt. The ratio of teaspoons to tablespoons is 3 : 1. How many tablespoons of salt does Debnil have?

    • A2
    • B18-Jan
    • C2-Jan
    • D18
    Answer: 2
  10. 10.

    Abby drives 18 miles round trip between home and work each day. If her daily round trip is rounded to the nearest 5 miles, which of the following is the best estimate of the total number of miles driven in 5 days?

    • A75 miles
    • B180 miles
    • C100 miles
    • D125 miles
    Answer: 100 miles
  11. 11.

    Five thousand dollars compounded annually at an $x\%$ interest rate takes six years to double. At the same interest rate, how many years will it take $\$300$ to grow to $\$9600$?

    • A1
    • B12
    • C5
    • D30
    Answer: 30
  12. 12.

    There are 7 desks arranged in a row in Mr. Thompson's classroom. Hector sits 2 seats to the right of Kim. Tonya sits 3 seats to the right of Hector. How many seats to the left of Tonya does Kim sit?

    • A2
    • B5
    • C12
    • D3
    Answer: 5
  13. 13.

    A teacher puts 5 packages of craft paper into a cabinet. Each package has 80 sheets of paper. What is the total numberof sheets of craft paper that the teacher puts into the cabinet?

    • A40
    • B450
    • C400
    • D85
    Answer: 400
  14. 14.

    The first number in a number pattern is 28. The pattern rule is to add 14 to get the next number in the pattern. If the pattern continues, which statement is true?

    • AAll the numbers in the pattern can be divided equally by 4.
    • BAll the numbers in the pattern can be divided equally by 8.
    • CAll the numbers in the pattern can be divided equally by 7.
    • DAll the numbers in the pattern can be divided equally by 10.
    Answer: All the numbers in the pattern can be divided equally by 7.
  15. 15.

    The number of points Jaden scored in a game is less than 45, and is also a multiple of 7. How many points could Jaden have scored?

    • A52
    • B70
    • C17
    • D35
    Answer: 35
  16. 16.

    Jane's quiz scores were 98, 97, 92, 85 and 93. What was her mean score?

    • A92
    • B95
    • C93
    • D94.5
    Answer: 93
  17. 17.

    What's the square root of 49?

    • A4
    • B7
    • C12
    • D9
    Answer: 7
  18. 18.

    The sum $1^2 + 2^2 + 3^2 + 4^2 + \cdots + n^2 = n(n+1)(2n+1) \div 6$. What is the value of $21^2 + 22^2 + \cdots + 40^2$?

    • A22140
    • B2870
    • C41
    • D19270
    Answer: 19270
  19. 19.

    If we take sin x and change it to 3 sin 2x, what will happen to the domain and range of the function?

    • ADomain and range remain the same
    • BDomain is tripled; range is doubled
    • CDomain is the same; range is tripled
    • DDomain is double; range remains the same
    Answer: Domain is the same; range is tripled
  20. 20.

    The region bounded by the x-axis and the function f(x) = x/(1 + x^3) is rotated about the x-axis. What is the volume of the solid generated?

    • Aπ/4
    • B2π
    • Cπ
    • Dπ/3
    Answer: π/3
  21. 21.

    Let x and y be positive integers such that 3x + 7y is divisible by 11. Which of the following must also be divisible by 11?

    • A4x + 6y
    • B9x + 4y
    • C4x - 9y
    • Dx + y + 5
    Answer: 4x - 9y
  22. 22.

    A bag has 4 red and 6 blue marbles. A marble is selected and not replaced, then a second is selected. What is the probability that both are the same color?

    • A\frac{7}{15}
    • B\frac{1}{15}
    • C\frac{8}{15}
    • D\frac{1}{8}
    Answer: \frac{7}{15}
  23. 23.

    Which of the following sets has the greatest cardinality?

    • AR
    • BThe set of all finite subsets of R
    • CThe set of all functions from R to {0, 1}
    • DThe set of all functions from Z to Z
    Answer: The set of all functions from R to {0, 1}
  24. 24.

    A car gets 24 miles per gallon of gasoline (mi/gal). How many gallons of gasoline would the car need to travel 144 miles?

    • A6 gallons
    • B5.5 gallons
    • C5 gallons
    • D6.5 gallons
    Answer: 6 gallons
  25. 25.

    A theater group has eight members, of which four are females. How many ways are there to assign the roles of a play that involve one female lead, one male lead, and three different objects that can be played by either gender?

    • A8
    • B640
    • C720
    • D1920
    Answer: 1920
  26. 26.

    What is the plane curve proposed by Descartes to challenge Fermat's extremum-finding techniques called?

    • AElliptic Paraboloid of Descartes
    • BDescarte's Helicoid
    • CCartesian Coordinates
    • DFolium of Descartes
    Answer: Folium of Descartes
  27. 27.

    Which is the best buy?

    • A16 bars of soap for $36.48
    • B12 bars of soap for $27.60
    • C13 bars of soap for $29.51
    • D10 bars of soap for $23.20
    Answer: 13 bars of soap for $29.51
  28. 28.

    Write 5.875 as a mixed number or fraction in simplest form.

    • A5 and 87 over 105
    • B5 and 8 over 9
    • C7 over 8
    • D5 and 7 over 8
    Answer: 5 and 7 over 8
  29. 29.

    Simplify $(5x+3) - 2(2x-4)$.

    • A7+2x
    • B5x+3
    • C10+x
    • Dx+11
    Answer: x+11
  30. 30.

    Jan scored 3 more points in the basketball game than Salah. Cindy scored 22 points, which was twice as many points as Jan. How many points did Salah score?

    • A14
    • B8
    • C11
    • D19
    Answer: 8
  31. 31.

    The temperature dropped 11°F between 6 P.M. and 10 P.M. It was 84°F at 10 P.M. Write and solve an equation to find t the temperature at 6 P.M.

    • At − 11 = 84; 95°F
    • Bt − 84 = 11; 95°F
    • C84 − t = 11; 73°F
    • D84 − 11 = t; 73°F
    Answer: t − 11 = 84; 95°F
  32. 32.

    A store manager orders shirts from their warehouse. The shirts are packed into boxes and sentto the store, as described below. 81 shirts are ordered. Each shipping box holds 9 shirts. How many shipping boxes are needed for all of the shirts ordered?

    • A72
    • B8
    • C90
    • D9
    Answer: 9
  33. 33.

    Suppose that $a,b,$ and $c$ are positive integers satisfying $(a+b+c)^3 - a^3 - b^3 - c^3 = 150$. Find $a+b+c$.

    • A6
    • B150
    • C16
    • D12
    Answer: 6
  34. 34.

    What is the value of y in the equation y/4 = 8?

    • A4
    • B12
    • C2
    • D32
    Answer: 32
  35. 35.

    Find $x$, given that\[\dfrac{\sqrt{x}}{x\sqrt{3}+\sqrt{2}} = \dfrac{1}{2x\sqrt{6}+4}.\]

    • A\frac{3}{4}
    • B\frac{1}{8}
    • C\frac{1}{4}
    • D\frac{1}{2}
    Answer: \frac{1}{8}
  36. 36.

    For the complex number z = a + bi, it is known that a and b are positive integers, and that z^3 + z^2 + z is a real number. Find the smallest possible value for b.

    • A6
    • B11
    • C10
    • D1
    Answer: 11
  37. 37.

    What numbers are in the 5th row of Pascal's Triangle?

    • A1 4 6 4 1
    • B1 3 3 1
    • C1 6 15 20 15 6 1
    • D1 5 10 10 5 1
    Answer: 1 4 6 4 1
  38. 38.

    3 cards are chosen at random from a standard 52-card deck. What is the probability that they form a pair? (A 3-card hand is a 'pair' if two of the cards match in rank but the third card is different. For example, 668 is a pair, but 999 is not.)

    • A\frac{1}{36}
    • B\frac{1}{78}
    • C\frac{72}{425}
    • D\frac{1}{8}
    Answer: \frac{72}{425}
  39. 39.

    The least common multiple of two integers is 240, and the greatest common divisor is 24. Given that one of the integers is 48, what is the other integer?

    • A120
    • B20
    • C12
    • D1
    Answer: 120
  40. 40.

    Find the product of 5.7(8) mentally using the Distributive Property.

    • A4.56
    • B46.4
    • C45.6
    • D456
    Answer: 45.6
  41. 41.

    In a normal distribution, 95% of the data lies within how many standard deviations of the mean?

    • A4
    • B3
    • C2
    • D1
    Answer: 2
  42. 42.

    Which method can be used to solve 11 x 13?

    • AMultiply 11 x 100 and 10 x 3, then add the two products.
    • BMultiply 11 x 10 and 10 x 3, then add the two products.
    • CMultiply 11 x 10 and 11 x 3, then add the two products.
    • DMultiply 11 x 100 and 11 x 3, then add the two products.
    Answer: Multiply 11 x 10 and 11 x 3, then add the two products.
  43. 43.

    Which expression is equivalent to 9(9m + 3t)?

    • A81m + 27t
    • B18m + 3t
    • C18m + 12t
    • D81m+3t
    Answer: 81m + 27t
  44. 44.

    Find the length of the curve y = ln x between the points where y = 1/2 and y = 1.

    • A1.36
    • B0.86
    • C0.53
    • D1.18
    Answer: 1.18
  45. 45.

    A salad dressing is made by combining 2 parts vinegar with 5 parts oil. How many ounces of oil should be mixed with 9 ounces of vinegar?

    • A3.6
    • B2
    • C22.5
    • D63
    Answer: 22.5
  46. 46.

    Restate the expression 4(3 + 2) using the Distributive Property. Do not simplify.

    • A4(3) + 2
    • B3 + 4(2)
    • C20
    • D4(3) + 4(2)
    Answer: 4(3) + 4(2)
  47. 47.

    Find the median in the set of data $79.88, $21.88, $29.88, $19.88, $17.88.

    • A$29.88
    • B$17.88
    • C$19.88
    • D$21.88
    Answer: $21.88
  48. 48.

    A survey of 1000 registered voters revealed that 450 people would vote for candidate A in an upcoming election. If 220,000 people vote in the election, how many votes would the survey takers predict candidate A should receive?

    • A95,000
    • B44,500
    • C99,000
    • D48,900
    Answer: 99,000
  49. 49.

    Conor made 9 shapes with straws. Each shape had 5 straws. Conor used 15 more straws to make more shapes. Whatis the total number of straws Conor used to make all the shapes?

    • A20
    • B45
    • C60
    • D29
    Answer: 60
  50. 50.

    A number, rounded to the nearest thousand,is 47,000. Which number could be the number that was rounded?

    • A46,295
    • B47,520
    • C46,504
    • D47,924
    Answer: 46,504

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Questions adapted from MMLU (Hendrycks et al.) (MIT), Open Trivia Database (CC BY-SA 4.0), edited for clarity. This collection may be reused under the same terms — see sources & licenses.