Statements: E # L, L @ U, U $ N, N % K
Conclusions: I. K @ U II. K % U III. E @ U
Decoded statement : E ≥ L, L > U, U ≤ N, N = K Decoded conclusion : I. K > U II. K = U III. E > U Combined Inequalities: E ≥ L > U ≤ N = K E ≥ L > U ≤ N = K U ≤ K. Hence either conclusion I or II is true. E ≥ L > U ≤ N = K E > U. Hence conclusion III is true.
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