A coir carpet is placed in a hall so as to leave a border of 2 m wide all around the hall. if the hall is 30 m by 26 m, find the area of the carpet and also the area uncovered by the carpet
Answers
Answer:
Step-by-step explanation:
Area of room = 14 × 10 = 140m2
Area of carpet = 14-1 × 10 -1 = 117m2
Area remains uncovered = 140 - 117 = 23m2
Hope it helps u !
The area of the carpet is 572 square meters and the area uncovered by the carpet is 208 square meters.
Explanation:
Formula: Area of rectangle = Length x width
Given : The dimensions of the hall = 30 m by 26 m
⇒ Area of floor of the hall = 30 x 26 = 780 square meters
A coir carpet is placed in a hall so as to leave a border of 2 m wide all around the hall.
So , the dimensions of the carpet = (30-2(2)) m by (26-2(2)) m = 26 m by 22 m
⇒ Area of carpet= 26 x 22 = 572 square meters
Area uncovered = Area of floor of the hall - Area of carpet
= 780-572 square meters
= 208 square meters.
∴ The area of the carpet is 572 square meters and the area uncovered by the carpet is 208 square meters.
#Learn more :
A school has a hall which is 22m long and 15.5 m broad. A carpet is laid inside the hall leaving all around a margin of 7.5 cm from the walls. Find the area of the carpet and the area of the carpet and the area of the strip left uncovered.
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