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1.Not sufficient as we dont have know of any relation between to x and y to answer the question
2. Not sufficient as we dont have know of any relation between to x and y to answer the question

together

Z^2 < y x<z
4 < 5 -4 <-2 = > x<y

1/4<3/4 1/3 < 1/2 => x>y

Hence not sufficient.

Answer is E.
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Is x < y
or x-y<0
1.. Insufficient
2. Insufficient

1+2
z^2 < y--1
x < z---2
Adding 1 and 2
z^2+x<y+z
x-y< (z-z^2)

z>z^2 for all the values between 0 and one
z<z^2 for all the values greater than 1 or less than-1

So (z-z^2) could either be positive or negative
so x-y could either be positive or negative no
E
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