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