Chapter 5: Problem 3
In cross-country skiing, skis should easily glide forward but should remain at rest when the skier pushes back against the snow. What frictional properties should the ski wax have to achieve this goal?
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Chapter 5: Problem 3
In cross-country skiing, skis should easily glide forward but should remain at rest when the skier pushes back against the snow. What frictional properties should the ski wax have to achieve this goal?
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A \(14.6-\mathrm{kg}\) monkey hangs from the middle of a massless rope, each half of which makes an \(11.0^{\circ}\) angle with the horizontal. What's the rope tension? Compare with the monkey's weight.
A car moving at \(90 \mathrm{~km} / \mathrm{h}\) negotiates a 110 -m-radius banked turn CH designed for \(60 \mathrm{~km} / \mathrm{h}\). What's the minimum coefficient of friction needed if the car is to stay on the road?
The force of static friction acts only between surfaces at rest. Yet that force is essential in walking and in accelerating or braking a car. Explain.
A tetherball on a \(1.55-\mathrm{m}\) rope is struck so that it goes into circular motion in a horizontal plane, with the rope making a \(12.0^{\circ}\) angle to the horizontal. What's the ball's speed?
Example 5.7: You whirl a bucket of water around in a vertica] circle of radius \(1.22 \mathrm{~m}\). What minimum speed at the top of the circle will keep the water in the bucket?
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