Difficulty: Hard
Correct Answer: Statements I and III together are sufficient; otherwise not.
Explanation:
Introduction / Context:
We must map words↔codes by intersecting phrases.
Given Data / Assumptions:
Concept / Approach:
Use intersections to fix unique mappings. From I we know ko=kind and fe=its (since “its” appears in I and II: “its” maps to fe). Then in I the remaining {zo, pi} are {one, of}. Using III (“money of various kind” → qu ko zo hy) with ko=kind fixes “of”→zo, hence “one”→pi.
Step-by-Step Solution:
Why Other Options Are Wrong:
I alone leaves two candidates for “one”; II alone irrelevant; III alone insufficient. I+III together suffice; all three not required.
Final Answer:
“one” is coded as pi; sufficiency: I and III together.
Discussion & Comments