Benson Lin's user avatar
Benson Lin's user avatar
Benson Lin's user avatar
Benson Lin
  • Member for 7 years
  • Last seen more than 1 year ago
  • Singapore
12 votes

Why do some divisibility rules work only in base 10?

5 votes
Accepted

Solve this problem for a unit circle

5 votes

Lower bound for cyclic expression in four variables

4 votes

Finding the length of a triangle leg

4 votes
Accepted

General proof for combinatorics

3 votes
Accepted

Finding the number of combinations.

3 votes
Accepted

Counting the number of non-consecutive subsets of integers from $1$ to $n$.

3 votes

finding the number of bit string containing eight 0s and twelve 1s?

2 votes
Accepted

Allocating 100% over n objects

2 votes

How can I prove that $x^2=3y+2$ cannot have integer positive solutions?

2 votes
Accepted

Telling if a coord is inside a circle and forms part of a circumference

2 votes

A question of summation.

1 vote

A graph problem.

1 vote
Accepted

(Graph) - How to find number of vertices given number of edges and some information on the degrees of vertices?

1 vote

Graph Theory - Degree of vertices proof

1 vote

If $n > 1$ is an integer not of the form $6k + 3$, prove that $n^{2} + 2^{n}$ is composite.

1 vote
Accepted

In a circle, $\ O$ is the centre....

1 vote

Old childhood game

1 vote

Prove that if 3 circles are tangent to one another then the tangents at the points of contact are concurrent.

1 vote
Accepted

Divisibility Biconditional Proof

1 vote
Accepted

Ratio to be proved constant

0 votes
Accepted

child nodes of a incomplete binary tree

0 votes

Combination with Repetition: 100 bikes, 4 warehouses question

0 votes
Accepted

Finding arc length of a circle from co-ordinate points

0 votes

Question about how they get forms in proof of "The square of any odd int has the form 8m+1 for some int m"

0 votes
Accepted

Graph Theory question: finding the number of vertices from number of edges?

0 votes

Algorithm to determine longest increasing subsequence of a permutation

0 votes

Find the area of a parallelogram

0 votes

If $x$ is a real and $0 < x < 4$, then $\frac{4}{x(4-x)} \geq 1$

0 votes

Sigma Notation.