Problem Solving (PS) | Re: If x^4*y < 0 and x*y^4 > 0 which of the following must be true?

shamikba please use brackets or gmatclub maths function to make the question clear . Is x^4*y = (x^4)*y or x^(4*y)
(x^4)*y < 0
Since x^4 >0 So, y<0

Also x*y^4 > 0
Since y^4 > 0. So, x>0

Hence y<0<x
So, x>y
Answer A
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