Consider the following sentences: All benches are beds. No bed is a bu...
Since there is no direct relation given between lamps and beds. So, neither will be correct
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Consider the following sentences: All benches are beds. No bed is a bu...
Understanding the Statements
To analyze the sentences, we need to break them down:
- All benches are beds.
This implies that the set of benches is completely contained within the set of beds.
- No bed is a bulb.
This establishes that the sets of beds and bulbs do not overlap at all.
- Some bulbs are lamps.
This indicates that there is an intersection between the sets of bulbs and lamps.
Evaluating the Inferences
Now, let's examine the two statements we need to infer:
1. Some beds are lamps.
- Given that no bed is a bulb, and some bulbs are lamps, we can deduce that there can be no overlap between beds and lamps. Therefore, this inference is incorrect.
2. Some lamps are beds.
- Similar reasoning applies here. Since no bed is a bulb, and only some bulbs are lamps, there cannot be any lamps that are beds. Thus, this inference is also incorrect.
Conclusion
Both inferences (i and ii) do not hold true based on the premises provided.
- Therefore, the correct answer is option D: Neither i nor ii.
This conclusion stems from the clear exclusion established between the different sets in the original statements.
Consider the following sentences: All benches are beds. No bed is a bu...
D