"PI"
What's my shape
Name that Theorem/Law/Paradox
Count on it
Trivia Corner
100

A baked dish containing fruit, cream, custard, or meat and vegetables, typically having a base

Pie

100

I have 4 sides, all my angles are right angles, but my sides aren’t all the same length.

Rectangle

100
what is the theorem: a^2+b^2=c^2

pythagorean theorem

100

How many ways are there to pick 3 shirts from 5 unique shirts

10

100

This constant is approximately 3.1416

pi

200

This pokemon is very famous and very yellow

Pikachu

200

I have three sides, but none of them are equal

Scalene Triangle

200

What law applies to addition and multiplication such that:

a + b = b + a

a × b = b × a

The Commutative Law

200

The number of ways to arrange 6 people in a line

720

200

This term refers to any non-prime whole number other than 0 and 1

Composite Number

300

These people are thieves of the seas

Pirates

300

I have exactly one pair of parallel sides.

Trapezoid

300

This theorem states that in a triangle, an angle bisector divides the opposite side into two segments that are proportional to the other two sides of the triangle.

Angle Bisector Theorem

300

How many points can you walk to if you can walk up 2 times and right 4 times?

15

300

This famous mathematician and philosopher who developed the Cartesian coordinate system in the 17th-century

René Descartes

400

It is not recommended to eat something that's already _______

Expired

400

No matter how you slice me, my cross-section faces area always circles

Sphere

400

In graph theory, this theorem says that every planar graph can be colored with at most four colors.

Four Color Theorem

400

How many integers between 1 and 400 inclusive are multiples of 9 or 12?

66

400

Found naturally in pinecones and sunflowers, this spiral follows a sequence that also models the population growth of rabbits. What is the sequence?

Fibonacci sequence

500

A genre of fiction characterized by an imagined futuristic society that often sounds horrible.

Dystopian

500

I have 5 faces. Two of them are congruent polygons and the rest are rectangles

Triangular Prism

500

If a hotel with infinitely many rooms is full, it can still take in more guests

Hilbert's paradox of the Grand Hotel (Hilbert's Hotel)

500

A large cube is painted green and then chopped up into 125 (5*5*5) smaller congruent cubes. How many of the smaller cubes have at least one face painted green?

98

500

What is the number 10^100 called?

The number 10^100 is called a googol

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