Question 1
Figure Analogy: A : B :: C : ?
In A→B, the inner square becomes a circle (matching the outer circle's shape).
Apply the same transformation to C.
Step-by-Step Solution:
STEP 1: Identify Transformation Rule
- A: Circle (outer) + Square (inner)
- B: Circle (outer) + Circle (inner)
- Rule: Inner shape transforms to match outer shape type
STEP 2: Apply to Figure C
- C: Triangle (outer) + Square (inner)
- Transform inner square to match outer triangle
- Result: Triangle with inscribed triangle
Answer: Square with inscribed square (inner becomes square)
STEP 1: Identify Transformation Rule
- A: Circle (outer) + Square (inner)
- B: Circle (outer) + Circle (inner)
- Rule: Inner shape transforms to match outer shape type
STEP 2: Apply to Figure C
- C: Triangle (outer) + Square (inner)
- Transform inner square to match outer triangle
- Result: Triangle with inscribed triangle
Answer: Square with inscribed square (inner becomes square)