Graphing a symol?

[glacial jacinth]

like this?

if so, the equation is $y^{2}+x^{2}!=1$

[bitter moss]

TheLord26

[bitter moss]

adonhs

[quiet orchid]

Yes except i did it without ! Also im not sure why but when you increase x it kinda dissapears? But however i did it when increasing or decrease x or y it would make it bigger or smaller like what happens when you increase y in the one you gave

[glacial jacinth]

you gotta do brackets

$(ay-k)^{2}+(bx-h)^{2}!=1$

[bitter moss]

TheLord26

[quiet orchid]

Hmm but you dont need to use factorial though?

[glacial jacinth]

without factorial it wont work. im sure theres any number of way s to graph an "infinity" symbol, this is just how i figured it out, and i thought it was quite elegant for an equation.

[quiet orchid]

Yeah thank you im still tryna refigure out how i did it but ive had no luck so far

[glacial jacinth]

another way you could do it is by multiplying two equations together.

,,\left(2y^{2}+\left(x-1\right)^{2}-1\right)\left(2y^{2}+\left(x+1\right)^{2}-1\right)=0

[bitter moss]

TheLord26

[glacial jacinth]

each part corresponds to an ellipse, although this isnt nearly as good at the my first equation

[quiet orchid]

yeah nah but like cuz i was able to do it without a factorial and like im tryning to re figure out like how i did it because it was pretty damn simple from what i remember like i said i only used division and an exponent of 2 and with only the variables of x and y and it was perfect and beaaautiful u kno?