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A verandah 6 m by 4 m is to be paved with square tiles of side 50 cm. Each tile costs ₹35. What is the total cost of the tiles?

Class 6MensurationMensuration
  • A₹840
  • B₹1680
  • C₹3360
  • D₹8400

Step-by-Step Solution

Verandah area = . A tile of side 50 cm is 0.5 m across, so it covers . Number of tiles = 24 ÷ 0.25 = 96, so the cost = = ₹3360. ₹840 is the trap: it uses 24 tiles, as if each tile were 1 m by 1 m, but four of these tiles fit into one square metre.
Answer: C) ₹3360

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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