If x>w, y>q, s>w, and w>y, which of the following must be true? 1. x>s 2. s>q 3. x>y

We can make the following deductions from the given information:

1. Since x > w and w > y, we can conclude that x > y.
2. Since y > q, we can conclude that s > q.
3. Since s > w and w > y, we can conclude that s > y.

Therefore, the statements that must be true are:

1. x > s or s > x (We cannot determine the relationship between x and s based on the given information. Therefore, this statement is not necessarily true.)
2. s > q (This statement is true based on the given information.)
3. x > y (This statement is always true based on the given information.

So, the correct answer is options 2 and 3.