a rectangular section of b/d ratio 0.5 and a area of circular cross section 10,000mm2.The ratio of moment of resistance of rectangular to that circular is
Nivesh1995:
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Given, Length of the room = 15 m
Width of the carpet = 75 cm =  ( 1m = 100 cm)
Let the length of the carpet required for carpeting the room be x m.
Given, Cost of carpet = Rs 80/ m
Cost of x m carpet = Rs  × x m = Rs 80x m
Given, Cost of carpeting the room = Rs 19200
∴ 80 x = 19200
⇒ x = 240.
So, the length of carpet required for carpeting the room is 240 m.
Area of carpet required for carpeting the room
= Width of the carpet × Length of the carpet

= 180 m2
Let the width of room be b m.
Area to be carpeted in the room = 15 m × bm = 15 b m2
∴ 15b m2 = 180 m2

Thus, the width is room is 12 m.
Cheers!
Width of the carpet = 75 cm =  ( 1m = 100 cm)
Let the length of the carpet required for carpeting the room be x m.
Given, Cost of carpet = Rs 80/ m
Cost of x m carpet = Rs  × x m = Rs 80x m
Given, Cost of carpeting the room = Rs 19200
∴ 80 x = 19200
⇒ x = 240.
So, the length of carpet required for carpeting the room is 240 m.
Area of carpet required for carpeting the room
= Width of the carpet × Length of the carpet

= 180 m2
Let the width of room be b m.
Area to be carpeted in the room = 15 m × bm = 15 b m2
∴ 15b m2 = 180 m2

Thus, the width is room is 12 m.
Cheers!
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