Don't Forget that Energy

A disk of mass mm and radius rr is pushed up on an inclined plane of angle θ\theta with initial speed vv. If g=10[ms]g=10[\frac{m}{s}] and the coefficient of friction is such that the disk can roll without slipping, the maximum height reached by the disk can be expressed as abv2\frac{a}{b}v^2. Find a+ba+b.

×

Problem Loading...

Note Loading...

Set Loading...