10. The approximate length, L, of rope in a ball of rope is given by the formula 4 = 4R³ 3², where R is the radius of the ball and c is the cross-sectional radius of the rope. Estimate the length of rope with cross-sectional radius 0.7 cm in a ball with radius 0.6 m.

Mathematics For Machine Technology
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ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter65: Achievement Review—section Six
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10. The approximate length, L, of rope in a ball of rope is given by the formula L =
4R³
32, where R is the radius of
the ball and c is the cross-sectional radius of the rope.
Estimate the length of rope with cross-sectional radius 0.7 cm in a ball with radius 0.6 m.
The speeds metres per second of a falling obiect dropped from rest can be estimated by the formula
Transcribed Image Text:10. The approximate length, L, of rope in a ball of rope is given by the formula L = 4R³ 32, where R is the radius of the ball and c is the cross-sectional radius of the rope. Estimate the length of rope with cross-sectional radius 0.7 cm in a ball with radius 0.6 m. The speeds metres per second of a falling obiect dropped from rest can be estimated by the formula
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