math history
h5 math/smo questions
general trivia
riddles!
‘easy’ math
100

what’s the name of the person who invented 0

aryabhata

100

let p = a^b + b^a. if a b and p are all prime what’s the value of p?

17

100

who was the first woman to win a Nobel Prize?

Marie Curie (1903)

100
jane’s mother has 3 daughters. one’s called north, the other’s called south; what’s the third daughter’s name?
jane
100

it is given that x is a function of t, dx/dt = 1-e^2t, and x=2 when t=0.

express x in terms of t

t - (e^2t)/2 + 2.5 = x

200

who’s considered the father of geometry?

euclid

200

a^0.5 - b^0.5 = 20


a and b are real numbers


what’s the max value of a - 5b

500

200

What was the original purpose of the tiny pocket in jeans?

to store pocket watches

200

The one who makes it sells it. The one who buys it never uses it. The one who uses it never knows he's using it. What is it?

A coffin

200

the curve y=acosbx+c, where a b and c are positive integers, is defined for 0 ≤ x ≤ pi.

curve has an amplitude of 3 and a period of pi/3 radians. minimum value of y is 4. 


state the value of a b and c

a is 3, b is 6, c is 7

300

who was the first woman to receive a doctorate in math

sofia kovalevskaya 

300

let A = (cos10)^2 + (cos50)^2 - sin40sin80 (all angles in degrees)

determine value of 100A

75

300

how do you determine the age of a lion

by the shade of the nose (goes from bright pink to grey as they age)

300

i speak wi thought a mouth and hear without ears. i have no body, but i come alive with he wind. what am i?

an echo

300

express this in partial fractions:

(9x^2 - 10x - 16) / (2x^3 + 6x^2 + x + 3)

5/(x+3) - (x+7)/(2x^2+1)

400

what ancient civilisation developed a sophisticated number system based on 60?

ancient sumerians

400

in the triangle ABC, AB = AC, <A is 90 degrees, D is the midpoint of BC, E is the midpoint of AC and F is a point on AB such that BE intersects CF at P and B, D, P, F all lie ion a circle. let AD intersect CP and H. given that AP = √5 + 2, find length of PH

1

400

In what country did the first Starbucks open outside of North America?

Japan

400

what has keys but can’t open locks

a piano

400

find the integral of 4xe^2x

e^2x(2x-1) + C

500

what famous mathematician is known for his incompleteness theorems, which demonstrated inherent limitations of formal mathematical systems?

kurt gödel

500

determine the largest even positive integer which cannot be expressed as the sum of 2 composite odd positive integers

38

500

When is "National Ice Cream" month?

July

500

i’m not alive, but i can grow; i don’t have lungs, but i need air; i don’t have a mouth, but water kills me


what am i

fire

500

given that x^2 + 2x -3 is a factor of the function f(x) = x^4 + 6x^3 + 2ax^2 + bx - 3a, find the value of a and b.

a is 5, b is -2