equation - How to Graph x^2 + (y - (x^2)^(1/3))^2 = 1 on a TI-83+ -

i trying graph equation, seems on ti-83, none of graphing modes can support this. how go this?

ps: wasn't sure whether-or-not put on math.stackexchange, or put here. if should go under math.stackexchange, please let me know.

if you're trying graph equation, use desmos or wolfram|alpha. these sort of general-purpose tools more powerful graphing calculators, , can graph can think of, including implicit equations.

if want graph on ti-83+ specifically, you'll need easy math:

x² + (y-x^(2/3))² = 1  (y - x^(2/3))² = 1 - x²  y - x^(2/3) = ±√(1 - x²)  y = x^(2/3) ± √(1 - x²) 

now have y in terms of x. ti-83+ series doesn't have ± sign, though, you'll need graph 2 equations list. type in in y= mode:

x^(2/3)+{1,-1}√(1-x²)