- AOnly I follows
- BNeither I nor II follows
- CBoth I and II follow
- DOnly II follows
Step-by-Step Solution
Decoding: A > B ≥ C = D. So A > C (II) and, since C = D, A > D (I). Both follow.
Answer: C) Both I and II follow
In a code, 'P © Q' means P > Q, 'P ® Q' means P ≥ Q, 'P # Q' means P < Q, 'P ✓ Q' means P ≤ Q, and 'P ★ Q' means P = Q. Statement: A © B, B ® C, C ★ D. Conclusions: I. A © D.
II. A © C. Which conclusion(s) follow?
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