Question
Statements: P = T > U ≤ E = W < X , R < O
< E ≥ Y > Q = F Conclusions: I. X > Q II. P < RSolution
Combining the equations to find the relationship between X and Q, we get X > W = E ≥ Y > Q Clearly, the common sign of inequalities between X and Q is of '>'. Conclusion X > Q is hence stays true. C1, hence, follows. Similarly, combining equations to find the relationship between P and R, we get P = T > U ≤ E > O > R Clearly, the opposite sign is there between P and R. Thus, no relationship can be established between them. C2, hence does not follow. Thus, only C1 follows.
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Statements:
B < A = C; D ≥ A > R; U ≤ D < P
Conclusions:
I. D ≥ B
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Conclusions:
I. W > X
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