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EEJ MAIN Aptitude
QUESTION #10931
Question 1
A square sheet of paper is folded in half diagonally (to form a triangle), then folded in half again (triangle into smaller triangle), and a circular hole is punched at the folded corner (the apex of all folds). When unfolded, how many holes appear?
Correct Answer Explanation
Tracing the folds:
- Fold 1 (diagonal): The paper is now a triangle. The folded corner = centre of original square.
- Fold 2 (triangle halved): The apex is still at the centre of the original square.
Punching at the folded corner (intersection of all folds = exact centre) means the punch goes through all 4 layers. But since the hole is at the centre, when unfolded it reveals 1 hole at the centre of the square — the layers were all stacked at that single point.
If the punch were at a non-fold point, you'd get 4 holes. But the apex/folded corner is a single geometric point — 1 hole appears.
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