Question the first:
Are x and y both positive?
1) 2x - 2y = 1
2) x/y > 1
The answer is that both statements together are sufficient but neither statement alone is sufficient...can someone please show me how to arrive at this conclusion?
Question the second:
If a and b are positive numbers, what are the coordinates of the midpoint of line segment CD in the xy-plane?
1) The coordinates of C are (a, 1-b)
2) The coordinates of D are (1-a, b)
The answer is that both statements together are sufficient but neither statement alone is sufficient...is it enough to express the midpoint using a and b as follows?
((1-a)-a)/2 , (b-(1-b))/2 --->
(1-2a)/2 , (2b-1)/2
Are x and y both positive?
1) 2x - 2y = 1
2) x/y > 1
The answer is that both statements together are sufficient but neither statement alone is sufficient...can someone please show me how to arrive at this conclusion?
Question the second:
If a and b are positive numbers, what are the coordinates of the midpoint of line segment CD in the xy-plane?
1) The coordinates of C are (a, 1-b)
2) The coordinates of D are (1-a, b)
The answer is that both statements together are sufficient but neither statement alone is sufficient...is it enough to express the midpoint using a and b as follows?
((1-a)-a)/2 , (b-(1-b))/2 --->
(1-2a)/2 , (2b-1)/2












