| Hint | Answer | % Correct |
|---|---|---|
| How many degrees is the sum of all exterior angles in any polygon? | 360 | 84%
|
| A type of triangle with 2 equal side lengths | isosceles triangle | 82%
|
| A polynomial with a degree of 3 | cubic | 66%
|
| A quadrilateral that has 4 sides of equal length | rhombus | 57%
|
| A sequence with a constant ratio between each succussive term | geometric | 56%
|
| A sequence with a constant difference between each successive term | arithmetic | 51%
|
| This operator gives the remainder when you divide one integer by another | modulo | 40%
|
| A 3 x 3 grid of distinct integers where the sum of the integers in each row, column and diagonal is equal | magic square | 32%
|
| A number inside a square root symbol | radicand | 21%
|
| A type of number that is not a root of any polynomial with rational coefficients | transcendental | 19%
|
| What is the platonic solid with the most number of sides? | icosahedron | 18%
|
| A prime number that is 1 less than a power of 2 | mersenne prime | 17%
|
| This is the only millennium prize problem to be solved as of June 2020 | Poincaré conjecture | 13%
|
| The horizontal line in a fraction | vinculum | 12%
|
| This function tells you how many positive integers below n are relatively prime to n | phi function | 8%
|