Algebra
Algebra pt 2
Geometry
Probability/Combinatorics
Random
100

How do you tell if a quadratic has zeroes without calculating it?

The discriminant!

100

A floor is covered in congruent squares. If 37 squares lie on both diagonals, how many squares are there in total? 

361

100

Visually prove the Pythagorean theorem. Bonus points for the more unorthodox ones!

Ok

100

Probability that Sameer is the coolest

0

100

Probability that when you choose someone random from the Calculus class(25), you get someone who is a relative of an 8th grader in the same class

1/25

200

Vieta's formula for the coefficient of the last term of a trinomial

-PQR

200

Before district play, the Unicorns had won 45% of their basketball games. During district play, they won six more games and lost two, to finish the season having won half their games. How many games did the Unicorns play in all?

48

200

Internal angle of a heptadecagon

128 4/7

200

There are five candies in a bowl (1 kit kat, 1 jolly rancher, 1 disgusting candy corn, 1 sweet release of death). In how many ways can you select different candies?

10

200

How many miles are in an inch? No calculators or fractions!(Also 3 minute time limit)(At least seven decimals)

0.0001893

300
Two rectangles with side lengths (x,1) and (x, x+1) respectively are similar. Calculate and name x.

x=phi

300

Name the formula for the unit sphere.

x^2+y^2+z^2=1

300

A quadrant of a circle radius has a circle with radius 1 inscribed within it. Find the radius of the big circle.

1+ root 2

300

If the probability of a team passing is 1/3 and the probability of a team getting a question right is 1/2, what is the probability of your team getting this question right?

1/3

300

30 second 24 game with

   2

4   +   3

   4

(4-2)*3*4

400

In the equation  x2+ax+b, the zeroes are a and b. Find a and b.

1,-2
400

Is sameer's favorite math algebra

yasss

400

9+10

21

400

A box contains five cards, numbered 1, 2, 3, 4, and 5. Three cards are selected randomly without replacement from the box. What is the probability that 4 is the largest value selected?

3/10

400

The coolest mathematician on the block B)

Known for her determination despite extreme sexism and her work on Fermat's last theorem and sand patterns

Marie-Sophie Germaine
500

lim (1+1/x)^x

x->infinity

e

500

sin2(75)+cos2(75) in radians

1

500

Prove the Goldback conjecture hehehhehe

No

500

A bag contains four pieces of paper, each labeled with one of the digits "1, 2, 3" or "4", with no repeats. Three of these pieces are drawn, one at a time without replacement, to construct a three-digit number. What is the probability that the three-digit number is a multiple of 3?

1/2

500

Indian mathematician known for his work on calculus derivatives and cyclic quadrilaterals

Who is Brahamagupta?

M
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