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Will.Octagon.Gibson's user avatar
Will.Octagon.Gibson
  • Member for 3 years, 1 month
  • Last seen this week
  • Canada
84 votes

What are some conjectures of your own?

18 votes

What are some obscure radical identities?

9 votes

Find the probability that the same boy does not receive both the pens.

9 votes
Accepted

Is finding the first derivative enough to check the existence of inflection points?

5 votes

Does rearranging a function change its domain?

4 votes
Accepted

Is it possible to solve an equation with two unknowns? (Only one equation is given)

4 votes

Measuring how "interesting" a sudoku grid is

4 votes

Tiling of a $9\times 7$ rectangle

4 votes

Combinatorics book recommendations for pure mathematics.

3 votes

How to get back to math and study abstract algebra?

3 votes

How to build a $6\times 6\times 6$ cube using 4-unit T-shaped pieces?

2 votes

If two pairs of numbers have equal sums and products, what can we conclude about the pairs?

2 votes

On the "solvability" of jigsaw Sudoku puzzles

2 votes

Could there exist a planar graph with the following degrees of vertices: {5, 5, 4, 4, 4, 2}

2 votes
Accepted

The sum of the two 7-digit numbers CARIBOU and CARIBOO is 3456789. What is C+A+R+I+B+O+U?

1 vote
Accepted

How many vertices can be in a graph if degree of each vertex is 7?

1 vote

Help With Basic TFL Problem

1 vote

Difficulty Grasping Shell Method; Volumes of Revolution Around Lines Other than the $X$ or $Y$ Axes

1 vote

Do there exist non-isomorphic graphs with same set of vertex degrees?

1 vote

Looking for books for trigonometric identities proofs

1 vote
Accepted

Reducing to 1 in fractions

1 vote

How to develop mathematical ingenuity besides practicing problems(advice for Cambridge STEP Exams)?

1 vote

Three grasshoppers jumping on a line

1 vote

The analogue of magazine "Quant"

1 vote

Maximum of $\frac{xy^2z}{x^4 - y^4 + z^4}$ with positive variables

0 votes

Solve functional equation: $f(x) + f(y) = f\left(\frac{x+y}{1-xy}\right) $

0 votes

Coloring 4 walls of a room with 4 colours such that no adjacent walls have same colours.

0 votes

Determine the number of $5$ digit numbers in which no digit occurs more than twice (numbers starting with $0$ are allowed).

0 votes

Infinite Set Probability from a Math Tweet

0 votes

Prove that $3n6n3^2+4n8n4^2$ yields a perfect square.