There are 12 ordered pairs of integers (x,y) that satisfy x^2 + y^2 = 25. What is the sum of all the x-values?
\(\phantom{greatest possible sum x + y}\)
+2666 Note that because we are squaring things, there will be positive and negative solutions that always cancel out to \(\color{brown}\boxed{0}\)
+2666 Note that because we are squaring things, there will be positive and negative solutions that always cancel out to \(\color{brown}\boxed{0}\)
