Question 1
Statements:
All versatile are innovative.
No innovative is a essential.
Conclusions:
I. No versatile is a essential.
II. All essential being versatile is a possibility.
Definite Conclusion Analysis:
Venn Diagram:
Step 1: All versatile are innovative → versatile inside innovative
Step 2: No innovative is a essential → innovative and essential completely separate
Step 3: Since versatile inside innovative, versatile also doesn't touch essential
Analytical Method:
All versatile are innovative (A) + No innovative is a essential (E) = A + E = E
Result: No versatile is a essential
Checking Conclusions:
✓ Conclusion I: "No versatile is a essential" - DEFINITE CONCLUSION - FOLLOWS
✗ Conclusion II: "All essential being versatile is a possibility"
Since definite negative exists ("No versatile is a essential"), this possibility is IMPOSSIBLE
DOES NOT FOLLOW
Important Rule: When definite negative conclusion exists between terms, positive possibility becomes FALSE.
Answer: Only conclusion I follows
Venn Diagram:
Step 1: All versatile are innovative → versatile inside innovative
Step 2: No innovative is a essential → innovative and essential completely separate
Step 3: Since versatile inside innovative, versatile also doesn't touch essential
Analytical Method:
All versatile are innovative (A) + No innovative is a essential (E) = A + E = E
Result: No versatile is a essential
Checking Conclusions:
✓ Conclusion I: "No versatile is a essential" - DEFINITE CONCLUSION - FOLLOWS
✗ Conclusion II: "All essential being versatile is a possibility"
Since definite negative exists ("No versatile is a essential"), this possibility is IMPOSSIBLE
DOES NOT FOLLOW
Important Rule: When definite negative conclusion exists between terms, positive possibility becomes FALSE.
Answer: Only conclusion I follows