Ask a New Question

Question

What is the maximum speed (in meters/second) with which a 1300 kg car can round a turn of radius 700 m on a flat road, if the coefficent of friction between tires and road is 0.530 ?
13 years ago

Answers

drwls
centripetal force = max friction
force
M V^2/R = 0.53 M g
M cancels out
Solve for V
V = sqrt(0.53 g R) = 60.3 m/s
13 years ago

Related Questions

The maximum speed of a bus is 72km/h, it accelerates uniformly at the rate of 1m/s^2 and retards uni... The maximum speed of a 3.1-{\rm kg} mass attached to a spring is 0.70 m/s, and the maximum force exe... The maximum speed of a 3.7-{\rm kg} mass attached to a spring is 0.66 m/s, and the maximum force exe... What is the maximum speed with which a 1150-kg car can round a turn of radius 71 m on a flat road if... what is the maximum speed of a stationary bike set at a constant resistance rate of 2 kilopounds? ho... What is the maximum speed of a 3.40g particle that oscillates between x =2.0mm and x =8.0mm in the f... What is the maximum speed that the car can turn in a curve of radius 29.0 m without slipping? The co... The maximum speed of a 3.68-kg mass attached to a spring is 0.688 m/s, and the maximum force exerted...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use