Sometimes the calculator detects that an equation is too complicated to plot perfectly in a reasonable amount of time. When this happens, the equation is plotted at lower resolution.
Unresolved Detail In Plotted Equations

Will Herrington solving for x
x=csc^2(1)

앵그리버디 For more crazy one, sin(y^2)=arcsin(cot(x^2))

Karen Poppy x^100=5

zachary h y=\csc\left(\sec\left(\tan\left(\cos\left(\sin\left(x^x\right)\right)\right)\right)\right) is not unresolved, but it will give you lots of lag

Hbaxter9219 \frac{x^y}{6}=\tan\left(\frac{4x}{6}\right)\cos\left(3\pi\cdot\frac{\sqrt{x}}{y}\right)

None ytan(x)=xtan(y) looks wierd, and is symmetrical with curvy lines from the origin out...

None 
None tan(x)^y=y^2x

Fwalker22 Or y=x^y^x

None Dear Fwalker22,
Your most recent equation does not end up saying, “This equation contains fine detail that has not been fully resolved.Learn more.”
Sincerely,
Josh The Wolf

None tan(xy)=tan(x/y) does work though

None y=(x^2/csc(y))tan(y)+(sin(x)^cos(xy^2)) looks wierd

None y=(x^2/csc(y))tan(y) and y=(x^2/csc(y)) both are strange

None x=(x^2/csc(y))

RT4832 Challenge accepted
\frac{\frac{\frac{\frac{\log\left(\frac{\sin\left(xy\right)}{x!!}\right)}{\sin\left(\cos\left(\frac{xy!}{\pi}\right)\right)}!!!}{\frac{\sin x}{\frac{x}{\frac{x}{\frac{x}{\frac{x}{\frac{x}{y}\pi}\pi}\pi}\pi}x!y!}\pi}}{\cos\left(\pi x^{\pi^x}\right)}xy^{xy^{\cos\left(xy\pi^{\pi}\right)}}}{xy!^{\frac{\pi}{\frac{\pi}{\frac{\pi}{\pi}x}x}x}}=0

RT4832 we need more equations
i already tried out almost all of them xd

RT4832 equations to use:
0=x^{20}
\frac{\operatorname{arctanh}\left(x^{22}\right)}{\cos\left(xy\right)}=0
\operatorname{arctanh}\left(\operatorname{arctanh}\left(\tan\left(xy\right)\right)\right)=0
\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)=yx
\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)\left(\frac{\tan x}{\tan y}\right)=x
\frac{\tan\left(x!\right)}{\cos\left(\pi^x\right)}=\cos\left(xy\right)^x
\frac{\tan\left(x^{xx}\right)}{x!\cos\left(x^y\right)}=y
\frac{\tan\left(\tan\left(\tan\left(\tan\left(\tan x\right)\right)\right)\right)}{\tan\left(y\right)}=0
\cosh\left(xy\right)=xx^{1000}
\frac{\tanh\left(x^{9999^{9999^{9999}}}\right)}{\cosh\left(y!\right)}!^{xxx}=y

Melanie Green I like combining these!
this one doesn't work well:
y=7\sin(6xy)

None RT4832,
I LOVE THAT FIRST EQUATION!!! It is awesome!

None This doesn’t have unresolved detail, but it is awesome.

238015 Italy=10x^{2^y}
I tried.

40724hof \sin x=\tan\left(y\cdot\cos yx\right)
or just type:sinx=tan(y*cosyx)
breaks the entire system

None 40724hof,
wow that hurts my brain

238015 https://www.desmos.com/calculator/7essyhpekx
I combined 2 crazy ones and changed them to the same color. The result was Ouch.

None y^x=tan(yx)

Daniel Penrod y^{y^{xx}}=x^{x^{yy}} does that, looks cool too!
\sin\left(3x\right)=\tan\left(y\right) looks like some Ramen.

Tuttlrow000 tan(xy)=pi^xy

618330 I just tried 6^x+5 = 9
I don't know what happened

Faelynn Allegro 
None That is awesome!
y=(tan((x^2)+2^x))y^9^(xy^2)xxy
927 Comments