A^x + B^y = C^z, when A, B and C are positive integers, and x, y and z are positive integers greater than two, are those in which A, B and C have a common factor.
ITs pretty simple if you actually think about it. A, B, C. All positive integers (greater than 0) with a common factor (gcf), and x, y ,z. positive integers greater than 2. ITs not hard (but I'm not thinking am I?)
Isn't this the equation where "If you send in your answer, and let our scientist try to prove it right, you will win the prize of 1 million big ones?" You know... the hardest equation on earth.
(I'm too lazy too think right now, so I will do it later :P)
ITs pretty simple if you actually think about it. A, B, C. All positive integers (greater than 0) with a common factor (gcf), and x, y ,z. positive integers greater than 2. ITs not hard (but I'm not thinking am I?)
+170 
