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Which one comes first? Head head tail OR Head tail tail?

Which one comes first? Head head tail OR Head tail tail?

Go to the profile of UWCSEA MathsBlog
UWCSEA MathsBlog
Proof for the Basel Problem

Proof for the Basel Problem

From STEP
Go to the profile of UWCSEA MathsBlog
UWCSEA MathsBlog
Fermat’s Last Theorem Pt.1

Fermat’s Last Theorem Pt.1

Discovery of Fermat’s Last Theorem
Go to the profile of UWCSEA MathsBlog
UWCSEA MathsBlog
Solution to Problem A4 from 1999 Putnam Math Contest

Solution to Problem A4 from 1999 Putnam Math Contest

By. Ajay Mohan
Go to the profile of UWCSEA MathsBlog
UWCSEA MathsBlog
Elections — How do the numbers stack up?

Elections — How do the numbers stack up?

Mathematics plays a large role in all parts of our lives, but how does it affect politics? In particular the democratic elections that…
Go to the profile of UWCSEA MathsBlog
UWCSEA MathsBlog
Intricate visualizations of the Collatz Conjecture

Intricate visualizations of the Collatz Conjecture

By: Ishaana Rao
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UWCSEA MathsBlog
Real Life Exponentials

Real Life Exponentials

Accessible for all HS grades
Go to the profile of Christian LUMBANTORUAN
Christian LUMBANTORUAN
Deriving Trigonometry Identities

Deriving Trigonometry Identities

A visual representation of how are they formed. By: Vansh and Julia
Go to the profile of Julia FAUSTO
Julia FAUSTO
A Fresh Polynomial Question

A Fresh Polynomial Question

Let p(x) be a real polynomial of degree n such that p(m) is integral for all integers m. Show that if q is a coefficient of p(x), then n!q…
Go to the profile of David Lu
David Lu
The beauty of Hexagons

The beauty of Hexagons

Based on CGP Grey— https://www.cgpgrey.com/
Go to the profile of UWCSEA MathsBlog
UWCSEA MathsBlog
The Hardest Question in the BMO1. (2020)

The Hardest Question in the BMO1. (2020)

The British Mathematics Olympiad 1 is a competition only accessible to the top 1000 scorers of the Senior Mathematics Challenge. It is of…
Go to the profile of UWCSEA MathsBlog
UWCSEA MathsBlog
Counting Fruits, Fibonacci and Obviously Great Functions!

Counting Fruits, Fibonacci and Obviously Great Functions!

Binet’s Formula
Go to the profile of David Lu
David Lu
Muddy Children Puzzle Variation-Personal Research

Muddy Children Puzzle Variation-Personal Research

Go to the profile of Justin Park
Justin Park
Partial Superpermutation-Personal Research

Partial Superpermutation-Personal Research

Go to the profile of Justin Park
Justin Park
This curve is of the 1.261895th dimension

This curve is of the 1.261895th dimension

The curious nature of fractals and what fractal dimensions are
Go to the profile of Jeffrey Song
Jeffrey Song
Interesting resources for students interested in pursuing maths

Interesting resources for students interested in pursuing maths

Go to the profile of Jeffrey Song
Jeffrey Song
A Few Curious Mathematical Questions

A Few Curious Mathematical Questions

These are a few of my favourites puzzles in maths. I’ve included the answer for each problem, so make sure to give each problem a shot!
Go to the profile of Karina Walker
Karina Walker
A Mathematical History: “Imaginary” Numbers. Part 1: what’s so imaginary?

A Mathematical History: “Imaginary” Numbers. Part 1: what’s so imag...

I know of a few key personal paradigm shifts that I felt when learning mathematics. The introduction of algebra, functions, and imaginary…
Go to the profile of Arya Vohra
Arya Vohra
What is e?

What is e?

Most people first meet e in calculus or logs class in high school. And most think of e along with π. And in a sense, this is right, as…
Go to the profile of Karina Walker
Karina Walker
The Three Utilities Problem

The Three Utilities Problem

An Introduction to Euler’s Formula.
Go to the profile of Dhruv GOSWAMI
Dhruv GOSWAMI
Why do some people find mathematics so challenging?

Why do some people find mathematics so challenging?

While mathematics is considered as a compulsory subject for most of the curriculums around the world, it is also one of the subjects with…
Go to the profile of UWCSEA MathsBlog
UWCSEA MathsBlog
Special numbers

Special numbers

A lot of people know and love the Simpsons. But did you know it was written by mathematicians?
Go to the profile of Karina Walker
Karina Walker
The hardest competition problem in the world — and how you can solve it.

The hardest competition problem in the world — and how you can solv...

Some of the hardest problems in maths remain unsolved for centuries. The problem in this article is known far and wide as one of the most…
Go to the profile of Arya Vohra
Arya Vohra
An Introduction to Infinities

An Introduction to Infinities

How much do you know about infinities? You probably have heard of a number that is the biggest number possible, or impossibly large.
Go to the profile of Dhruv GOSWAMI
Dhruv GOSWAMI
Cycloid

Cycloid

Have you every wondered what the fastest slide would be?
Go to the profile of Karina Walker
Karina Walker
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