If w, x, and y are consecutive odd positive integers and w < x < y, which of the following could be equal to w - x - y ?	Select.
A) -7  B) -2  C) -1  D) 0  E) 3
Since W, X and Y are CONSECUTIVE ODD POSITIVE INTEGERS and W &lt; X &lt; Y, we can start with the easiest set of values that comes to mind:   W = 1   X = 3   Y = 5   The question asks for what COULD be the value of W - X - Y.   In this case, the value would be...   1 - 3 - 5 = -7   -7 IS among the answer choices, so we're done.   -7
<result>A</result>
If w, x, and y are consecutive odd positive integers and w < x < y, which of the following could be equal to w - x - y ?