Arf League

Arf League is a page in AhMath where we publish challenging math problems.

15/04/2020

A new* challenging math problem in Arf League** will be published in an hour. Get ready to be the first solver!
(*) Problem #130
(*) http://www.ahmath.com/challenging-math-problems.php

14/04/2020

A new* challenging math problem in Arf League** will be published in an hour. Get ready to be the first solver!
(*) Problem #129
(*) http://www.ahmath.com/challenging-math-problems.php

04/03/2020

Arf League - Challenging Math Problems
http://www.ahmath.com/challenging-math-problems.php

03/03/2020
17/02/2020

A new Challenging Math Problem is going to be published in
Arf League in an hour.
We wonder who will be the first five solvers.
http://www.ahmath.com/challenging-math-problems.php #.XkofyugzbiA

AhMath | Online e-Learning System | Study | Challenging Math Problems 04/02/2020

We are excited to announce that the 125th problem will be published in Arf League (http://www.ahmath.com/challenging-math-problems.php) in half an hour.
Get ready to be the first solver.
Please like and share this fabulous activity!

AhMath | Online e-Learning System | Study | Challenging Math Problems Arf League is for enthusiasts who seeks challenging math problems. Each day we release a new challenging math problem.

23/01/2020

Key Fact: The product of four consecutive natural numbers is never a perfect square.

22/01/2020

Key Fact: (x+1)^2+(x+2)^2+4=x^2+(x+3)^2, for any integer x.

22/01/2020

When you look at the graph representing the search query "Challenging Math Problems" in Google trends, you'll notice that it decreases by time. What do you think the reason is?

21/01/2020

Key Fact: The square of any odd integer is of form 4𝑘+1.

http://www.ahmath.com/challenging-math-problems.php

21/01/2020

Key Fact: The square of any even integer is of form 4𝑘.

http://www.ahmath.com/challenging-math-problems.php

21/01/2020

Key Fact: For a fraction to be in lowest terms (or, to be written in its simplest form), its numerator and denominator must be relatively prime.

http://www.ahmath.com/challenging-math-problems.php

19/01/2020

Key Fact: The product of a rational number and an irrational number is irrational.

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