If p and q are both negative and pq < q^2, which of the following must be true?	Pick
A) p < q < p^2 < q^2
B) q < p< p^2 < q^2
C) p < q < q^2 < p^2
D) p^2 < q^2 < q < p
E) q^2 < p^2 < q < p
Because pq &lt; q^2 and both are negative, I thought p &lt; q. So I crossed off answers c), d), and e).   And because p &lt; q , p^2 &lt; q^2   ans q &lt; p&lt; p^2 &lt; q^2
<result>B</result>
If p and q are both negative and pq < q^2, which of the following must be true?