In each of the following problem, a square transparent sheet with a pattern is given. How would the pattern appear when the trans…

Reasoning & General Intelligence ·Previously asked in SSC CGL 2025

View the full solved paper: SSC CGL 2025 Tier II (19 Jan 2026)

Question

In each of the following problem, a square transparent sheet with a pattern is given. How would the pattern appear when the transparent sheet is folded at the dotted line?

A square transparent sheet with a vertical dotted fold line down its middle. A triangle stands on a horizontal base with its apex on the fold line, and a semicircle is drawn on the triangle’s right-hand side, bulging to the right.

  1. A. A tall rectangle with a dotted rectangle beside it. Inside: a triangle and an arc bulging away from the fold line, but with no second slanting line.
  2. B. A tall rectangle with a dotted rectangle beside it. Inside: a triangle, a second slanting line, and an arc curving back towards the fold line.
  3. C. A tall rectangle with a dotted rectangle beside it. Inside: a triangle with its apex on the fold line, a second slanting line within it, and an arc bulging away from the fold line. (Correct answer)
  4. D. A tall rectangle with a dotted rectangle beside it. Inside: the same triangle, slanting line and arc, but turned upside down so the apex sits at the bottom.

Correct Answer

Option C — A tall rectangle with a dotted rectangle beside it. Inside: a triangle with its apex on the fold line, a second slanting line within it, and an arc bulging away from the fold line.

Detailed Solution & Explanation

The correct answer is option C.

Key Points

  • The sheet is transparent, so nothing is hidden when it is folded — the pattern already on the near half and the pattern brought over by the fold are both visible, one on top of the other.
  • The fold line is vertical and central, so the right half turns over onto the left half. Everything to the right of the line arrives mirrored left-to-right, and everything to the left of the line stays exactly where it was.
  • Work out what each half contributes:
    • The left half holds the left portion of the triangle — its apex on the fold line and its long side running down to the bottom-left corner.
    • The right half holds the shorter right portion of the triangle together with the semicircular bulge. Reflected, that bulge now swells towards the left, and the triangle's short side becomes a second slanting line inside the big triangle.
  • The folded sheet therefore shows a half-height, half-width rectangle carrying the large triangle, a second slanting line inside it, and a semicircular arc bulging away from the fold — which is option C.

Additional Information

  • The reliable rule for transparent-sheet questions is that the fold line acts as a mirror: measure how far each feature sits from the line, and place its copy the same distance on the other side. Distance from the fold is preserved; distance from the sheet's edges is not.
  • Because the sheet is transparent, the answer keeps every line from both halves. A common wrong turn is to erase whatever the folded half covers, which is what an opaque sheet would do.
  • The curved bulge is the quickest discriminator: after folding it must point away from the fold line, so any option showing it curving back towards the fold can be dropped at once.
  • Check the apex last. It sits on the fold line itself, so it is the one point that does not move — an option that shifts it has mirrored the wrong half.

Topics covered: Paper Folding Non-Verbal Reasoning