If x^3 = y^2 > z, which of the statements could be true?
I. x < y < z
II. x < z < y
III. y < x < z	Choose one.
A) I only
B) III only
C) I and II only
D) II and III only
E) I, II and III
Given : x^3 = y^2 &gt; z   x^3 = y^2 is possible only when 9^3=27^2=729   I. x &lt; y &lt; z is true for x=9, y=27, z=30 i.e. Answers can only be Options A, C or E   II. x &lt; z &lt; y is true for x=9, y=27, z=10 i.e. Answers can only be Options C or E   III. y &lt; x &lt; z is not true for x=9, y=27   Answer: option I and II only
<result>C</result>
If x^3 = y^2 > z, which of the statements could be true?
I. x < y < z
II. x < z < y
III. y < x < z