A motorcyclist wishes to travel in a circle of radius R.The coefficient of static friction b/w the tires and the(horizontal) ground is constant ,The motorcycle starts at rest.If the minimum distance the motorcycle must travel in order to achieve it's maximum allowable speed(that is , the speed above which it skids out of the circular path) is given by:

\(\Psi\)R

find the value of \(\Psi\) {two decimal places}

×

Problem Loading...

Note Loading...

Set Loading...