Question

Obtain the relation, v = rω in case of circular motion with a constant speed.

An object of mass 50 kg moves along a circular orbit with an angular speed

of 5 rad/s. If the linear speed of the particle is 25 m/s, what is the radius of

the circle? Calculate the centripetal force acting on the particle.​

Answer 1

Answer:

radius of circle is 5 by relation v equals r omega

fc equals mv square over r

Explanation:

so

$\frac{50 \times 25 ^{2} }{5}$

6250 newton is centripetal force