New posts in arithmetic

Why worry about commutativity but not associativity in The Fundamental Theorem of Arithmetic?

Mathematics behind this card trick

What is this operator called?

$-3^2 = 9?\ $ Correct syntax for a negative number with an exponent.

Why is $\frac{1}{\frac{1}{X}}=X$?

Largest multiple of $7$ lower than some $78$-digit number?

The proof of $\sqrt{2}$ is not rational number via fundamental theorem of arithmetic.

Prove that $\sqrt{7}^{\sqrt{8}}>\sqrt{8}^{\sqrt{7}}$

Prove: if $n\mid 7^n+6^n$ and $n>1$, then $13\mid n$

Why does this age calculation trick work?

What is the answer to this infamous "Common Core" question?

What would Gauss do in this case: adding $1+\frac12+\frac13+\frac14+ \dots +\frac1{100}$?

Is (a/b)/c equal to a/(b*c) for integer division?

How did the rule of addition come to be and why does it give the correct answer when compared empirically?

How to define addition through multiplication?

Rules for rounding (positive and negative numbers)

Is $1+1 = 2$ true in any base?

Rules of thumb for divisibility

Trick with 3-digit numbers, always get 1089

a big number that is obviously prime?