(x/y)+(ab)=(a/b)-(xy)
is there an infinite number of solutions for x, an infinite number of solutions for y, an infinite number of solutions for a, and an infinite number of solutions for b in positive integers when xyab are all different numbers?
is there an infinite number of solutions for x, an infinite number of solutions for y, an infinite number of solutions for a, and an infinite number of solutions for b in positive integers when xyab are all different numbers?
