- AOnly II follows
- BNeither follows
- CBoth I and II follow
- DOnly I follows
Step-by-Step Solution
M > N and N = O give M > O, so 'M ● O' is true; and M > O also makes 'M ★ O' (M ≥ O) true.
Answer: C) Both I and II follow
In a coded inequality, '●' means '>', '○' means '<', '□' means '=', '★' means '≥' and '◆' means '≤'. For the statement 'M ● N □ O', consider: I. M ● O
II. M ★ O. Which conclusion(s) are definitely true?
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