Question Details

A paper is folded and cut as shown below. How will it appear when unfolded?

Options

A

B

C

D

Show Answer

Correct Answer :

Option C

Solution :

To determine how the paper will appear when unfolded, let us trace the folding and cutting process step-by-step in reverse order:

Step 1: Analyzing the folding sequence
1. A square paper is initially folded in half from right to left.
2. The folded paper (a vertical half-rectangle) is again folded in half from right to left, reducing it to a vertical strip equal to one-fourth (1/4) of the original paper width on the far left side.
3. Cuts are made in this final folded strip:

  • A square cut in the center.
  • A triangular cut at the top edge.
  • A triangular cut at the bottom edge.

Step 2: Unfolding the first fold (to the right)
Unfolding the strip once to the right mirrors all features across the vertical crease line:

  • The single center square cut creates 2 square cuts lined up horizontally in the middle.
  • The top triangular cut mirrors horizontally, forming a total of 4 triangular cutouts along the top edge across the unfolded section.
  • The bottom triangular cut also mirrors horizontally, forming a total of 4 triangular cutouts along the bottom edge.

Step 3: Unfolding the final fold (completely to the right)
Unfolding the remaining half of the paper completely to the right again mirrors all cuts across the central vertical line:

  • The 2 middle square cuts double to form a total row of 4 square cuts horizontally across the center of the square.
  • The triangular cuts along the top and bottom edges repeat across the full width, resulting in 4 triangular cuts at the top edge and 4 at the bottom edge.

Comparing this unfolded pattern with the given options, it exactly matches the pattern shown in Option 3:

![Image](file://C:\Users\chira\Desktop\Crey\.tmp-images\crey-ai-21Wv7D\image_3.png)

Therefore, the correct answer is the option displaying 4 square cutouts across the middle and 4 triangular cutouts along both top and bottom edges.

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