Statement: Even after fifteen years of publishing company Z, its books are still far from the reach of common people in rural areas, despite very low prices. Conclusions: I. Making the books accessible to every individual in rural areas is the company’s only objective. II. The rural market has more potential than the urban market for company Z.
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Aif only conclusion I follows
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Bif only conclusion II follows
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Cif either I or II follows
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Dif neither I nor II follows
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ENone of these
Answer
Correct Answer: if neither I nor II follows
Explanation
Introduction / Context:The statement notes poor rural reach for a publisher even after fifteen years, despite low pricing. From this, we must evaluate two claims about objectives and market potential.
Given Data / Assumptions:
- Rural reach remains weak.
- Prices are very low.
- No mission statement or market analysis is provided.
Concept / Approach:Conclusion I imputes a singular objective (“only objective”) to the company. The statement provides no corporate-objective detail; it only observes an outcome gap (rural access). Conclusion II asserts that rural market potential exceeds urban for this company; again, the statement offers no comparative market data—only that rural penetration is low despite low prices. Insufficient access can stem from distribution, awareness, language, logistics, or library presence; it does not measure potential.
Step-by-Step Solution:1) I: Over-specific about objectives; not supported by the text → does not follow.2) II: A claim about “more potential” needs sales or demand comparisons; the statement gives none → does not follow.
Verification / Alternative check:Had the statement included “our sole mission is universal rural access,” I would follow. Had it compared rural and urban demand, II might follow.
Why Other Options Are Wrong:Only I/Only II/Either: They extract organizational strategy or market analytics from a simple outcome observation.
Common Pitfalls:Assuming businesses always target universal access; equating low reach with high potential without data.
Final Answer:if neither I nor II follows