✔ 最佳答案
1. Let R be the normal reaction, and Ff be the frictional force on the bicycle tyre
For vertical equilibrium, R = mg where m is the mass of the bicycler and its rider
Take moment about the centre of mass of the bicycle and its rider
R.[h.sin(theta)] = Ff[h.cos(theta)]
where h is the height of the centre of mass above ground.
hence, mg.sin(theta) = Ff.cos(theta)
But Ff provides for the centripetal force for the bicycle to turn the corner
hence, Ff = m(10^2)/20
Therefore, mg.sin(theta) = [m(10^2)/20].cos(theta)
tan(theta) = 10^2/20g = 0.5
(theta) = 26.6 degrees
2. Ff = u.R where u is the coefficient of friction
Hence, u.R = m(10^2)/20
u.(mg) = m(10^2)/20
u = 10^2/20g = 0.5