New posts in algebra-precalculus

Computing a limit of a sum mixed with product.

Cancel down the fraction $\dfrac{(x-y)(\sqrt[3]{x}+\sqrt[3]{y})}{\sqrt[3]{x^2}-\sqrt[3]{y^2}}$ [closed]

For every positive integer n there exists an odd integer m such that $2^{2n} + m$ is a perfect square.

Proving that $\operatorname{trace}(T) =\langle Te_1,e_1\rangle +\cdots+\langle Te_n,e_n\rangle $?

Proof on Euler totient function

Is there any good reason not to define $0^0=1$ , such as contradictions in algebra or arithmetic?

Why does partial fraction decomposition always work?

Find a trigonometric equation describing a given solution set

What are the names in English for Alterando, Invertendo, Componendo and Dividendo?

What are some examples of Idempotent functions?

Why are the domains for $\ln x^2$ and $2\ln x$ different?

What is the smallest possible value of $\lfloor (a+b+c)/d\rfloor+\lfloor (a+b+d)/c\rfloor+\lfloor (a+d+c)/b\rfloor+\lfloor (d+b+c)/a\rfloor$?

Prove $e^{i \pi} = -1$ [duplicate]

Solve $ 1 + \frac{\sqrt{x+3}}{1+\sqrt{1-x}} = x + \frac{\sqrt{2x+2}}{1+\sqrt{2-2x}} $

Find this $a,b,c$ such that $\sqrt{9-8\sin 50^{\circ}}=a+b\sin c^{\circ}$

Analytical solution for a system of three bivariate polynomials of degree two in three unknowns

Factoring when multiplying rational functions

How do I parametrize a circle that's not centered at the origin?

Show that $\sqrt[3]{3\sqrt{21} + 8} - \sqrt[3]{3\sqrt{21} - 8} = 1$

Write $x^k - y^k$ as the product of two factors.