A room measures 20½ feet by 16¾ feet. The floor of this room has to be covered with tiles. All along the floor sides against the walls designer tiles measuring ½ feet by ¼ feet are used. If these tiles cost 62 rupees each, find the total cost of tiling the border of the room by the designer tiles.
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Answer:
Area of floor = (41/2) * (67/4) = 2747/8 ft²
Area of a tile = (1/2)(1/4) = 1/8 ft²
Number of tiles required = Area of floor / Area of a tile
= (2747/8)/(1/8)
= 2747
Cost of 1 tile = rs 62
Cost of 2747 = 2747 * 62 = rs 170314
Total cost of tiling the border of the room by the designer tiles. = rs 170314
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Step-by-step explanation:
Answered by
1
Answer:
Area of floor = (41/2) * (67/4) = 2747/8 ft²
Area of a tile = (1/2)(1/4) = 1/8 ft²
Number of tiles required = Area of floor / Area of a tile
= (2747/8)/(1/8)
= 2747
Cost of 1 tile = ₹ 62
Cost of 2747 = 2747 * 62 = ₹ 170314
Step-by-step explanation:
Area of floor = (41/2) * (67/4) = 2747/8 ft²
Area of a tile = (1/2)(1/4) = 1/8 ft²
Number of tiles required = Area of floor / Area of a tile
= (2747/8)/(1/8)
= 2747
Cost of 1 tile = ₹ 62
Cost of 2747 = 2747 * 62 = ₹ 170314
Total cost of tiling the border of the room by the designer tiles. = rs 170314
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