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6) Circular motion, horizontal track, with friction: A car of mass m is moving at a constant speed v around a horizontal track with radius R. The car is moving at the maximum speed possible without slipping. (See PSL 6.9, and 6.3) a) Draw a FBD of the car (looking at the front of the car, as it comes toward you, with the center of curvature to the right of the car). b) Determine the maximum friction force possible on the car. c) Determine the coefficient of static friction between the tires and the track (in symbols, in terms of given parameters). d) If the car travels at this maximum speed, determine the frictional force (in symbols, in terms of given parameters). e) Determine all these values if m= 1000 kg, R = 100 m, and v= 18 m/s.

6) Circular motion, horizontal track, with friction: A car of mass m is moving at a constant speed v around a horizontal track with radius R. The car is moving at the maximum speed possible without slipping. (See PSL 6.9, and 6.3) a) Draw a FBD of the car (looking at the front of the car, as it comes toward you, with the center of curvature to the right of the car). b) Determine the maximum friction force possible on the car. c) Determine the coefficient of static friction between the tires and the track (in symbols, in terms of given parameters). d) If the car travels at this maximum speed, determine the frictional force (in symbols, in terms of given parameters). e) Determine all these values if m= 1000 kg, R = 100 m, and v= 18 m/s.

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B-D please Could you let me know weather or not the FBD is correct?
6) Circular motion, horizontal track, with friction: A car of mass m is moving at a constant speed v around a horizontal track with radius R. The car is moving at the maximum speed possible without slipping. (See PSL 6.9, and 6.3) a) Draw a FBD of the car (looking at the front of the car, as it comes toward you, with the center of curvature to the right of the car). b) Determine the maximum friction force possible on the car. c) Determine the coefficient of static friction between the tires and the track (in symbols, in terms of given parameters). d) If the car travels at this maximum speed, determine the frictional force (in symbols, in terms of given parameters). e) Determine all these values if m= 1000 kg, R = 100 m, and v= 18 m/s. a) by ffman f = MK mg =mvª MK mg = tan
Transcribed Image Text:6) Circular motion, horizontal track, with friction: A car of mass m is moving at a constant speed v around a horizontal track with radius R. The car is moving at the maximum speed possible without slipping. (See PSL 6.9, and 6.3) a) Draw a FBD of the car (looking at the front of the car, as it comes toward you, with the center of curvature to the right of the car). b) Determine the maximum friction force possible on the car. c) Determine the coefficient of static friction between the tires and the track (in symbols, in terms of given parameters). d) If the car travels at this maximum speed, determine the frictional force (in symbols, in terms of given parameters). e) Determine all these values if m= 1000 kg, R = 100 m, and v= 18 m/s. a) by ffman f = MK mg =mvª MK mg = tan
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