If two numbers, l and m, are both positive integers, are both l and m greater than r?
(1) m is greater than l
(2) l - m > r
OA: [spoiler]C. This is how I solved this. Each statement aint sufficient, now when we add the two statements, we get m + l > l + r + m. Now on reducing we get r < 0. Since l and m are both positive, we can say that they are greater than r which is negative. Is this correct way to do?[spoiler][/spoiler]
(1) m is greater than l
(2) l - m > r
OA: [spoiler]C. This is how I solved this. Each statement aint sufficient, now when we add the two statements, we get m + l > l + r + m. Now on reducing we get r < 0. Since l and m are both positive, we can say that they are greater than r which is negative. Is this correct way to do?[spoiler][/spoiler]
