A vehicle weighing 500 kilograms travels on a round banked highway that is inclined at angle of theta=20 and has a radius of 100 m at one speed. This is the quickest the vehicle can go without sliding up or down the hill. If the static friction force is high enough to allow the vehicle to handle the curve, what is the one speed at which the car can go without sliding down? What is the coefficient of static friction?
A vehicle weighing 500 kilograms travels on a round banked highway that is inclined at angle of theta=20 and has a radius of 100 m at one speed. This is the quickest the vehicle can go without sliding up or down the hill. If the static friction force is high enough to allow the vehicle to handle the curve, what is the one speed at which the car can go without sliding down? What is the coefficient of static friction?
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Transcribed Image Text:A vehicle weighing 500 kilograms travels on a round
banked highway that is inclined at angle of theta=20
and has a radius of 100 m at one speed. This is the
quickest the vehicle can go without sliding up or down
the hill. If the static friction force is high enough to allow
the vehicle to handle the curve, what is the one speed
at which the car can go without sliding down? What is
the coefficient of static friction?
Transcribed Image Text:MS
0:4 m2 -2Kg
fpush
^,=6kg
M:0.25 M, = 6Kg
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