diameter and length of a roller are 84 cm and 120 CM respectively in how many Revolution can the roller level the playground of area 1584 m square
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Solution -
We know, that the roller is in the form of a cylinder.
Radius = d/2 = 84/2 cm = 42 cm
∵ Curved Surface Area of roller = 2πrh
= [ 2 × 22/7 × 42 × 120 ] cm²
= [ 2 × 22 × 6 × 120 ] cm²
= 31,680 cm²
= 3.168 m²
We know,
Area of playground = 1584 m²
∴ No. of revolutions
= Area of playground / Curved surface Area of cylinder
= 1584 m²/3.168 m²
= 500
∴ The roller will take 500 revolutions
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