Recent content by JNeutron2186

Thanks!

Pretty sure its a more general euler's equation

Is there a visual way to represent this theorem? Like Riemanns rules with rectangles and trapezoids? I know the clear cut way to evaluate the area under the curve using the rule on a closed set. Soooo any thoughts?CORRECTION THIS IS SIMPSONS RULE*typo...

-e^(i*pi*2k) where k is an integer

My bad for not stating before. Let's assume the gcd(x,y,z) =1 and gcd(x,y)>1

Have you considered the Squeeze Theorem?

Hey everyone first time poster here, I need help with some factoring of cubes. I know this might tie closely to Diophantine equations but here goes. Under what condition is the expression x^3+y^3+z^3 factorable? Where x,y,z are positive whole numbers.