Statements:
Y $ N * G © J @ Q
Conclusions:
I. G @ Q
II. Q * Y
III. Q % G
Combined Inequality: Y ≥ N < G ≤ J = Q Decoded conclusion: I. G = Q II. Q < Y III. Q > G Y ≥ N < G ≤ J = Q G ≤ Q. Conclusion I and III will make a complementary pair. Y ≥ N < G ≤ J = Q No relationship can be established between Q and Y. Hence conclusion II is not true.
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