The viscous force `F_(v)` acting on a small ball of radius `r` moving in medium of coefficient of viscosity `eta` with speed `v` is proportional to `eta^(a) r^(b) v^(c )`. Find the values of a, b and c.

A particles of mass m moving in a circle of radius r with unform speed v . The force F acting on a particle is proportional ot m^(a) v^(b) r^(c ) . Find the values of a, b and c.

The viscous force acting on a solid ball of surface area. A moving with terminal velocity v is proportional to

The viscous force acting on a solid ball of surface area. A moving with terminal velocity v is proportional to

The viscous force on a small sphere of radius R. moving in a fluid is directly proportional to:

Using dimensions show that the viscous force acting on a glass sphere falling through a highly viscous liquid of coefficient of viscosity eta is Fprop eta av where a is the radius of the sphere and v its terminal velocity.

If the centripetal force is of the form m^a v^b r^c , find the valus of a,b, and c.

If the centripetal force is of the form m^a v^b r^c , find the valus of a,b, and c.

If the centripetal force is of the form m^a v^b r^c , find the valus of a,b, and c.

If the centripetal force is of the form m^a v^b r^c , find the valus of a,b, and c.