How do measurements of time differ for events in a frame of reference that moves at 50% the speed of light relative to us? At 99.5% the speed of light relative to us?
How do measurements of time differ for events in a frame of reference that moves at 50% the speed of light relative to us At 99.5% the speed of light relative to us If the frame of reference moves at 50% the speed of light , Lorentz transformation, =1.15,Measured time ,t=1.5t ,(whe0e t is prop0r time) this means if we viewed a clock on spaceship,traveling at the half of speed of light ,we would see the second hand take 1.5 minutes to make a revolution ,whereas observer riding with the clock would see it take one minute. If the frame of reference moves at 99.5% the speed of light , Lorentz transformation, =10,Measured time.t 1.15 0=this m0ans we would see the second hand of spaceship clock take 10 minutes to sweep through revolution requiring one minute on our clock.
