New posts in algebra-precalculus

$xy=1 \implies $minimum $x+y=$?

Trigonometric Function variables

A monic quadratic trinomial $P(x)$ is such that $P(P(P(x)))=0$ and $P(x)$ have a common root

$(x^2+2mx+7m-12)(4x^2-4mx+5m-6)=0$ have two distinct real roots

How to solve for $x$ in $\sqrt[4]{x+27}+\sqrt[4]{55-x}=4$?

A polynomial with integer coefficients that attains the value $5$ at four distinct points

Find all polynomials $p$ such that $p(x^2)=p(x)p(x+1)$

High school algebra textbooks for gifted students

Question about prime numbers - How many prime factors greater than $m$ can the number $m^2+1$ have? [closed]

number of real roots of the equation $f(f(x)) = c$

Why does synthetic division work?

How to calculate $2^{\sqrt{2}}$ by hand efficiently?

How is it, that $\sqrt{x^2}$ is not $ x$, but $|x|$?

Derive asymptote algebraically?

If $b$ is a divisor of $a^2 - a + 1$, can $a$ be a divisor of $b^2 - b + 1$

Proving $\left(1+\dfrac{1}{1^3}\right)\left(1+\dfrac{1}{2^3}\right)\cdots\left(1+\dfrac{1}{n^3}\right)<3$ for all positive integers $n$

Intuition behind Descartes' Rule of Signs

Factoring $2k^{2} + 7k + 6$

If a function can only be defined implicitly does it have to be multivalued?

Continued fraction for $\tan(nx)$