- #1
ash64449
- 356
- 15
Hello friends,
From special theory of relativity,it is understood that if two events are simultaneous to a stationary reference frame,it is not simultaneous to a reference frame that is moving uniformly in straight direction. Is opposite possible? That is are two events are simultaneous to a reference frame that is moving uniformly simultaneous to a reference frame that is not moving?
From special theory of relativity,it is understood that if two events are simultaneous to a stationary reference frame,it is not simultaneous to a reference frame that is moving uniformly in straight direction. Is opposite possible? That is are two events are simultaneous to a reference frame that is moving uniformly simultaneous to a reference frame that is not moving?