Question

Assume that:
No blups are pors.
All fiys are hyats.
All fiys are pors.
No cips are giws.
All hyats are cips.
Which of the following do we know is correct?
A: All pors are cips B: No cips are hyats C: All fiys are giws D: No fiys are giws E: All hyats are giws
Guys, I'm not too focused on the answer, but I would really appreciate it if you could tell me any shortcuts on how to do it.

Answer 1

Answer :- (D) is correct .

Explanation :- In order to solve the problem we have to make possible venn diagrams of given statements .

Statements :-

1. No blups are pors.
2. All fiys are hyats.
3. All fiys are pors.
4. No cips are giws.
5. All hyats are cips.

Conclusion :- Refer to image for venn diagram .

A: All pors are cips .

• In venn diagram III we can see that, some pors are cips .
• Therefore, given conclusion is not correct .

B: No cips are hyats .

• In all three venn diagrams some cips are hyats .
• Therefore, given conclusion is not correct .

C: All fiys are giws .

• In all three venn diagrams there is no relation between fiys and giws.
• Therefore, given conclusion is not correct .

D: No fiys are giws .

• As we can see that, In all three venn diagrams there is no relation between fiys and giws.
• Therefore, given conclusion is correct .

E: All hyats are giws .

• In all three venn diagrams there is no relation between fiys and giws.
• Therefore, given conclusion is not correct .

Hence, Only option (D) No fiys are giws is correct conclusion .

Extra knowledge :- if conclusion (C) would have been some fiys are giws and statement (D) remains same as No fiys are giws . Then, answer would be :-

• Either statement (C) or (D) is correct .

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