- AA < E
- BC > E
- CA < C
- DD ≤ E
Step-by-Step Solution
A ≤ B and B < C give A < C (definitely true). C = D ≥ E gives only C ≥ E, not C > E. A and E have no linking chain, so 'A < E' is undetermined. D ≥ E makes 'D ≤ E' false in general.
Answer: C) A < C
Consider the relation: A ≤ B < C = D ≥ E. Which of the following conclusions is definitely true?
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