If w, x, and y are consecutive odd positive integers and w < x < y, which of the following could be equal to y - x - w ?  Choose the correct option
A) -4
B) -2
C) -1
D) 0
E) 3
Given:w, x, and y are consecutive odd positive integers and w &lt; x &lt; y   Let take value of X as a ; value of y=x+2(consecutive odd integer) ; and w=x-2   So;   y-x-w = x+2 - x - (X+2)   therefore , y-x-w = 4-x   Now,   X is odd and x&gt;= 3   so x can assume values= 3,5,7 ...   therefore when x=5   4-5= -1   ANSWER:-1
<result>C</result>
If w, x, and y are consecutive odd positive integers and w < x < y, which of the following could be equal to y - x - w ?