If "All chairs are drums, some drums are taps" is taken to be
true, which of the following conclusions can be logically
derived?
Answers
Given : "All chairs are drums, some drums are taps" is taken to be
true,
To find : which of the following conclusions can be logically derived?
Some chairs are tap
All Tap are chairs
No Tap is chair
All Drums are chair
None of these
Solution:
All chairs are drums
=> Chairs ⊆ Drums
There is not any chair which is not drum
But there are drums which are not chair .
some drums are taps
Hence Drums and Taps are intersecting
There are Drums and Taps bot , Drums which are not Taps , Taps which are not drum
None of these is the answer
Some chairs are tap - not necessarily because it may be drums which are tap are not chairs
All Tap are chairs - no such given relation
No Tap is chair - Not necessarily because it may be possible chair which is drum is also tap
All Drums are chairs is not necessary true as there can be drums which are not chair.
Hence None of these is the answer
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Answer:
none of these
Step-by-step explanation:
is the answer