X कागदाच्या तुकड्याची समभुज त्रिकोण मिळवण्यासाठी बाणांनी दाखवल्यानुसार घडी घातली आणि नंतर त्या त्रिकोणाची तुटक रेषेवरून घडी घालून काटकोन त्रिकोण मिळवला. त्याला विविध आकारांनी दाखवल्यानुसार छिद्रे पाडली. हा कागद उलगडल्यानंतर दिसणारी प्रतिमा निवडा.

The correct answer is Option B (Symmetric reflection matching the right-angle unfold with semi-circles forming circles at fold line and replicated punch holes across both halves).

Key Points:
• Paper Folding and Punching Analysis:
• 1. The original sheet X is folded along the indicated lines into an equilateral triangle, which is subsequently folded in half vertically along its axis of symmetry to form a right-angled triangle.
• 2. In the right-angled triangle, punch cuts are made along the hypotenuse/edges (semi-circular cuts on the vertical fold axis and interior circular punches).
• 3. When unfolded first across the vertical dotted line, the semi-circle on the fold line reflects to form a complete symmetrical circle, and the interior hole duplicates symmetrically.
• 4. When unfolded fully along the original folds into the full shape X, the punch pattern reproduces symmetrically across all three corresponding triangular flaps.
• Comparing the unfolding symmetries with the answer options, Option 2 accurately preserves the axial symmetry and shape placements.
• Key Takeaway: Unfolding punched paper follows axial reflection across fold lines; the central half-circles merge into full circles as depicted in Option 2.