P Philip L Guest Feb 19, 2009 #1 If x and y are each positive integers and each is less than 100, how many distinct ordered pairs (x,y) exist such that (x,y) lies on one of the bisectors of the angles fromed by the lines 5x-12y+80=0 and 12x+5y-2=0?
If x and y are each positive integers and each is less than 100, how many distinct ordered pairs (x,y) exist such that (x,y) lies on one of the bisectors of the angles fromed by the lines 5x-12y+80=0 and 12x+5y-2=0?
