MATrivia
Math Theorems
General Knowledge
Random Really Mean Questions
Countdown
100

Who's our advisor?

Mr. Bhagat

100

Proves that in any consistent logical system, there are statements that are true but cannot be proven.

Gödel's Incompleteness Theorem

100

What is the third planet from the Sun?

Earth

100

This is the only food that can never go bad, with samples found in ancient Egyptian tombs still edible.

Honey

100

What's 67+(67*67-67)/67

133

200

What other math club does our advisor run?

Mu Alpha Theta

200

This ancient algorithm makes it pretty easy to find prime numbers less than 100...after that though...and nowadays, there's a lot more efficient methods!

Sieve of Eratosthenes

200

Who is the all-time leading scorer in the NBA?

LeBron James

200

This is the term for a minor celestial body that shares an orbit with a larger body.

Trojan (asteroid)

200

What is 6^7?

279936

300

Who was the president of the club last year?

Owen "Goofy" Feng

300

This mathematics rule, often used by calculus students when both the top and the bottom as x goes to infinity equates to infinity or 0, was not actually found by the person who it was named after, Boyle.

L'Hopital's Rule
300

What is the capital of Burkina Faso?

Ouagadougou

300

How many words are in the dictionary within 100,000?

600,000

300

How many ways are there to rearrange the letters in the word MATH?

24

400

What class does our advisor teach?

AP Calculus

400

This theorem states that no three positive integers a, b, and c satisfy the equation a^n +b^n = c^n.

Fermat's Last Theorem

400

How many countries are there in the world? (UN member states and observer states)

195

400

How many golf balls fit in a Boeing 747 within one factor of 10

37 million

400

What is the integral of (9-x^2)^0.5 from 0 to 3

9 pi /4

500

What is this classroom's room number?

A423

500

Every simply connected, closed 3-manifold is topologically equivalent (homeomorphic) to a 3-sphere. It implies that if a 3D space has no holes and any loop can be shrunk to a point, it is a sphere.

Poincare's Conjecture

500

Who was Jeopardy's longest-running host?

Alex Trebek

500

How many blades of grass are there on a football field?

Accept anything from 50 million - 800 million, answers around 80 million

500

Two integers have a sum of 100 and a product of 2400. What is their absolute difference?

20

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