if a wheel covers a distance of 440 in 20 rotation then the diameter of the wheel is (take r=22/7)
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Step-by-step explanation:
Let r be the radius of the wheel. Then,
Let r be the radius of the wheel. Then,Diameter = 84 cm
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cm
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cmCircumference of the wheel = 2πr=264cm=2.64m
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cmCircumference of the wheel = 2πr=264cm=2.64mSo, the wheel covers 2.64 meters in one complete revolution.
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cmCircumference of the wheel = 2πr=264cm=2.64mSo, the wheel covers 2.64 meters in one complete revolution.Total number of revolutions in covering 792 meters =
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cmCircumference of the wheel = 2πr=264cm=2.64mSo, the wheel covers 2.64 meters in one complete revolution.Total number of revolutions in covering 792 meters = 2.64
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cmCircumference of the wheel = 2πr=264cm=2.64mSo, the wheel covers 2.64 meters in one complete revolution.Total number of revolutions in covering 792 meters = 2.64792
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cmCircumference of the wheel = 2πr=264cm=2.64mSo, the wheel covers 2.64 meters in one complete revolution.Total number of revolutions in covering 792 meters = 2.64792
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cmCircumference of the wheel = 2πr=264cm=2.64mSo, the wheel covers 2.64 meters in one complete revolution.Total number of revolutions in covering 792 meters = 2.64792 =300.
Let r be the radius of the wheel. Then,Diameter = 84 cm2r=84r=42 cmCircumference of the wheel = 2πr=264cm=2.64mSo, the wheel covers 2.64 meters in one complete revolution.Total number of revolutions in covering 792 meters = 2.64792 =300.Hence, the wheel takes 300 revolutions in covering 792 meters.