Question:
Statements: All lawyers are educate(d) Some educated people are engineers.
Conclusions:
I. Some lawyers are engineers.
II. Some engineers are educate(d)
Statements: All lawyers are educate(d) Some educated people are engineers.
Conclusions:
I. Some lawyers are engineers.
II. Some engineers are educate(d)
Conclusions:
I. Some lawyers are engineers.
II. Some engineers are educate(d)
Show Hint
Use Venn diagrams to test syllogistic conclusions, checking each independently.
Updated On: Jul 28, 2025
- Only I follows
- Only II follows
- Both I and II follow
- Neither I nor II follows
Show Solution
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The Correct Option is B
Solution and Explanation
We need to evaluate which conclusions follow logically.
- Step 1: Analyze statements:
- All lawyers are educated (All L are E).
- Some educated people are engineers (Some E are En).
- Step 2: Use Venn diagrams:
- Lawyers (L) are a subset of educated (E).
- Some educated (E) overlap with engineers (En).
- Step 3: Conclusion I: "Some lawyers are engineers." No direct link between L and En; the overlap between E and En doesn’t guarantee L overlaps En. I does not follow.
- Step 4: Conclusion II: "Some engineers are educate(d)" Since some E are En, some En are E. II follows.
- Step 5: Options: Only II follows.
Thus, the answer is b.
- Step 1: Analyze statements:
- All lawyers are educated (All L are E).
- Some educated people are engineers (Some E are En).
- Step 2: Use Venn diagrams:
- Lawyers (L) are a subset of educated (E).
- Some educated (E) overlap with engineers (En).
- Step 3: Conclusion I: "Some lawyers are engineers." No direct link between L and En; the overlap between E and En doesn’t guarantee L overlaps En. I does not follow.
- Step 4: Conclusion II: "Some engineers are educate(d)" Since some E are En, some En are E. II follows.
- Step 5: Options: Only II follows.
Thus, the answer is b.
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