Statements: C % K, K @ L, L & U, U $ G
Conclusions: I.G @ L II. C @ L III. C @ G
Decoded statement : C = K, K > L, L < U, U ≤ G Decoded conclusion : I. G > L II. C > L III. C > G Combined Inequalities: C = K > L < U≤ G C = K > L < U ≤ G L < G. Hence conclusion I is true. C = K > L < U ≤ G C > L. Hence conclusion II is true. C = K > L < U ≤ G No relationship can be established between C and G. Hence conclusion III is not true.
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