A 2000 kg car is driving at a constant speed of 34.9 m/s takes a curve with a 80 m radius. The road is not banked (level road). What is the minimum value of the coefficient of static friction between the tires and the road so that the car can take this curve without slipping? Round your final answer to 1 decimal place. Side note: The speed's value is, in the range of 40 mph to 80 mph, given randomly in the question. If the coefficient of static friction is larger than 1, the car would slip. It is unrealistic to have that high the coefficient of friction in real life. Don't over-speed!

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A 2000 kg car is driving at a constant speed of 34.9 m/s takes a curve with a 80 m radius. The
road is not banked (level road). What is the minimum value of the coefficient of static friction
between the tires and the road so that the car can take this curve without slipping? Round
your final answer to 1 decimal place.
Side note: The speed's value is, in the range of 40 mph to 80 mph, given randomly in the
question. If the coefficient of static friction is larger than 1, the car would slip. It is unrealistic
to have that high the coefficient of friction in real life. Don't over-speed!
Transcribed Image Text:A 2000 kg car is driving at a constant speed of 34.9 m/s takes a curve with a 80 m radius. The road is not banked (level road). What is the minimum value of the coefficient of static friction between the tires and the road so that the car can take this curve without slipping? Round your final answer to 1 decimal place. Side note: The speed's value is, in the range of 40 mph to 80 mph, given randomly in the question. If the coefficient of static friction is larger than 1, the car would slip. It is unrealistic to have that high the coefficient of friction in real life. Don't over-speed!
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