Difficulty: Easy
Correct Answer: Both Conclusions I and II follow
Explanation:
Given data
Concept/Approach
Transitivity of containment validates I. Under standard MCQ convention assuming existence of pencils, at least one pencil exists, so that element is an ink; hence "Some inks are pencils" holds.
Step-by-step evaluation
I: Directly true by transitivity (pencils ⊆ inks). II: From existence of at least one pencil in the subset, "some" particular of inks is indeed a pencil.
Final Answer
Both Conclusions I and II follow
Discussion & Comments