Do you have a diagram to illustrate what you mean? Assuming I understand you correctly, why do you think the two rings taking different paths will travel from A to B in the same time?apr said:A ring on curved path (say on bent rod) will move longer distance than the one moves on straight line in same interval of time (the two rings are released simultaneously - one moves on curved path and other one moves horizontally) - How to explain? by which principle one can explain?
A ring moves on a curved path faster due to the centripetal force acting on it. When an object moves in a curved path, it experiences a change in velocity, which requires a force to act on it. In this case, the centripetal force is directed towards the center of the curve, causing the ring to move faster.
Centripetal force is the force that acts on an object moving in a curved path, towards the center of the curve. It is responsible for maintaining the object's circular motion and is dependent on the object's mass, velocity, and the radius of the curve.
No, a ring cannot move on a curved path faster without any force acting on it. According to Newton's First Law of Motion, an object will continue to move at a constant speed in a straight line unless acted upon by an external force. In the case of a curved path, the centripetal force is required to maintain the object's motion.
The radius of the curve directly affects the speed of the ring. As the radius decreases, the speed of the ring increases, and vice versa. This is because a smaller radius requires a greater centripetal force to maintain the object's motion, resulting in a higher speed.
No, the speed of the ring on a curved path is not constant. The ring's speed will vary as it moves along the curve, with the highest speed occurring at the point closest to the center of the curve. This is due to the changing direction of the ring's velocity, which requires a changing centripetal force to maintain its motion.