New posts in proof-explanation

Proof of infinitely many prime numbers

Prove the diagonals of rhumbus are perpendicular and angles bisector

Given $~ \mathrm{a,b,c >0 ~ , ~ a+b+c=1 } ~ $ then prove $~ \mathrm{\sum\limits_{cyc} \sqrt{a+b^2 } \geqslant 2 } $

Simple Fitch Proof without using DeMorgan's Law

Nullity of T vs. nullity of $T^2$

When learning mathematics should one prove everything one learns?

Why simply transitivity deduces the morphism has degree $1$? [duplicate]

Proving $\operatorname{Var}(X) = E[X^2] - (E[X])^2$

Understanding a solution that $f(x) = x^n$ is continuous.

Finding all possible proofs

Understanding the proof of Definition by Recursion

How do people pick $\delta$ so fast in $\epsilon$-$\delta$ proofs

Prove that if $x \in R,$ then there exists $n \in Z$ satisfying $x \leq n < x+1$

If $4\mid a+bc$ and $6\mid b+ac$ prove that $2\mid a^2-b^2$

How to show that the set of orthogonal n x n matrices forms a group under multiplication

Prove that the elements of sequences $(a_n),(b_n)$ are rational numbers such that $a_n<\sqrt{2}<b_n=a_n+2^{-n}$ for all $n \geq 1$ using induction

Let X be a T1 space, and show that X is normal if and only if each neighbourhood of a closed set F contains the closure of some neighbourhood of F

Why is $|H \cdot gP|=1$?

Divisor of $m$ and $n$ divides $m - qn$ (in proof of Euclidean algorithm)

How to prove or disprove $\forall x\in\Bbb{R}, \forall n\in\Bbb{N},n\gt 0\implies \lfloor\frac{\lfloor x\rfloor}{n}\rfloor=\lfloor\frac{x}{n}\rfloor$.