Statements: Y © S, S δ R, R * Q
Conclusions:
I. Q @ S
II. Y * R
Neither conclusion I nor conclusion II is true.
From the given statements
Y © S means ‘Y is either smaller or equal to S’.
So Y £ S. (a)
S δ R means ‘S is not smaller than R’. So S ≥ R. (b)
R*F means ‘R is smaller than F’. So R < F (c)
Combining all the equations, you get Y £ S ≥ R < F (d)
Now, for the given conclusions
Q @ S means ‘Q is neither smaller nor equal to S’. So Q > S. (i)
Y*R means ‘Y is smaller than R’. So Y < R. (ii)
So, neither of the conclusions (i) nor (ii) follow.