what the fuck is this shit?
can't you just sin inverse both sides and get x^2 = y^2? but clearly, those are not equivalent!
what the fuck is this shit?
can't you just sin inverse both sides and get x^2 = y^2? but clearly, those are not equivalent!
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That would be one solution. The class of solutions to this are hyperbolas, circles and straight lines through the origins.
i thought so, after seeing that the plot of x^2 = y^2 was visible on this plot.
can the other solutions be determined algebraically?
tan(x^2) = tan(y^2) seems to contain both the lines and hyperbolas, which is achieved by dividing both sides by cos(x^2). now just for the circles.
i'm not sure it is possible to get any more information about the hyperbolas and such out of tan(x^2) = tan(y^2)?
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I think you missclicked, pal
Here, the board you wanted:
no
Pic maybe related
kek
what graphing tool is this?
desmos
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Heh, at least this is proof that mathematicians are still useful.
Two types of solutions.
Those where
x^2 - y^2 = 2 pi k
for an integer k and those where
x^2 + y^2 = 2 pi (k+1)
for an integer k.
GOD IS DEAD
Work out every angle you lazy brainlet.
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This looks awfully familiar
>calculation timed out
it's a real bitwise type of fractal
this type of shit is like masturbation to me
I have no idea what I am looking at here.
Rotating fractals?
((x^y)-y)*x >> (10)) & 1
for the x and y coord of a black or white bitmap image
Hi w does desmos produce graphs like these so fast?
I remember making a thread asking for cool mathematical image procedures - where were all you guys then?
This is basically what I was looking for.