A small disc A is placed on an inclined plane forming an angle α with the horizontal (Fig. 1.27) and is imparted an initial velocity v0. Find how the velocity of the disc depends on the angle φ if the friction coefficient k=tanα and at the initial moment φ0=π/2
1.106. v=v0/(1+cosφ). Instruction. Here wτ=−wx, and therefore v=−vx+ const. From the initial condition it follows that const =v0. Besides, vx=vcosφ