- #1
donglepuss
- 17
- 4
- TL;DR Summary
- are there any positive integers for x,y,a,b, when xyab are all different numbers? and furthermore, if there are, is there an infinite number of solutions?
(x/y)+(ab)=(a-b)(x+y)
are there any positive integers for x,y,a,b, when xyab are all different numbers? and furthermore, if there are, is there an infinite number of solutions?
are there any positive integers for x,y,a,b, when xyab are all different numbers? and furthermore, if there are, is there an infinite number of solutions?