what is the maximum speed at which a car can negotiate an unbanked turn (radius=60.0 m) in dry weather (coefficient of static friction = 0.900)?
Using Force balance on Car at unbanked turn
F_c = F_f
Centripetal force due to turn = Friction force
m*V^2/R = *N
N = Normal force on car = m*g
m*V^2/R = *m*g
V_max = sqrt (*g*R)
V_max = sqrt (0.900*9.81*60.0)
V_max = 23.0 m/sec = max speed at which car can turn in dry weather
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