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Ritu has a rectangular chart paper 30 cm long and 18 cm wide. She folds it exactly in half so that it becomes a 15 cm by 18 cm rectangle. The area is now half of what it was — what has happened to the perimeter?

Class 6MensurationMensuration
  • AIt is halved too, from 96 cm down to 48 cm.
  • BIt falls from 96 cm to 66 cm, which is more than half.
  • CIt stays 96 cm, because no paper was cut away.
  • DIt becomes 270 cm, the same number as the new area.

Step-by-Step Solution

Before: cm. After: cm. Halving the area does NOT halve the perimeter — only the 30 cm sides shrank to 15 cm, while both 18 cm sides stayed exactly as they were. And 270 is the new area in , not a perimeter.
Answer: B) It falls from 96 cm to 66 cm, which is more than half.

Key idea: Area — the surface inside

Area measures how much flat space a shape covers. The unit is a **square** of side 1 — so (square centimetres), (square metres), etc. To measure the area of a rectangle visually, imagine covering it with 1-cm squares: count them. A rectangle 5 cm by 3 cm holds little squares, so its area is . The general formula is the same idea: area of rectangle = .

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