If x^4 > x^5 > x^3, which of the following could be the value of x?	Choose the most appropriate option:  A) -3  B) -2  C) -2/3  D) 2/3  E) 3
Let's break this question down into two parts. I: x4&gt;x5x4&gt;x5 and II: x5&gt;x3x5&gt;x3   Consider Part I:   x4&gt;x5x4&gt;x5   For this to be true, either xx is negative or it is a fraction less than 1   Consider Part II:   x5&gt;x3x5&gt;x3   If xx is negative, then for this to be true, xx has to be greater than -1.   If xx is a fraction less than 1, then for this part to be true, xx must also be negative.   In either case, xx can be represented by the inequality 0&gt;x&gt;−10&gt;x&gt;−1.   The only option that satisfies this condition is -2/3 (-2/3)   ANSWER:-2/3
<result>C</result>
If x^4 > x^5 > x^3, which of the following could be the value of x?