New posts in Graphing Functions

How can $\frac{1}{\ln(x)}$ be equal to $0$?

Graphing $f(2-x)$

Explaining the graph of $\sin(x^2) + \sin(y^2) = 1$

plot of $\sin(x) + \sin(y)= \cos(x) + \cos(y)$

Does the alternating composition of sines and cosines converge to a constant?

Solving $\arctan(x)+\arctan(2x)=\frac{\pi}{3}$. Why do I get an extra root?

how to get a nice "cosine looking" curve following the y=x direction?

Can someone help explain the behaviour of the implicit equation $x^n+y^n-n^x-n^y=0$, specifically the significance of the number 1.9667894071088...?

I’m attempting to verify a limited relationship one of my high school students observed.

How can a "proper" function have a vertical slope?