Recent content by JG FRANKO

If I create a function out of this equation, I get Would the answer be correct, if I would use a definite integral to integrate this function to get the area of the loop?

I was doing some integral exercises for getting area under the function. I was doing only more simple stuff, like functions that don't go over the same "x area" multiple times, like a quadratic function. My question is how to calculate area of a loop in an equation x^3+y^3-3axy=0 if let's say...

1. There is a function f(x). Write regulations for it if: -you move it by a vector r=(a,b), -you mirror it over x or y axis.2. f(x) isn't exactly given. Vector is r(a,b).3. If we move it by vector: f(x-a)+b, If we mirror it over x: -f(x) If we mirror it over y: f(-x) So if I am correct...