The origins of two inertial frames, S and S', coincide at tt' = 0. The origin...

 

Transcribed Image Text:

The origins of two inertial frames, S and S', coincide at tt' = 0. The origin of S' moves at speed u/c= 0.6 along the positive z-axis in S. An event occurs at z = 2, y = 3, 2 = 1 and ct' 8 as observed in S". Units have been suppressed (i.e., assume whatever distance unit you want.) = (a) Where and when does this event occur in S? (b) Draw the S' axes (t' = 0, a = 0) in the frame of S. (c) Draw the S axes (t=0, x= 0) in the frame of S. The origins of two inertial frames, S and S', coincide at tt' = 0. The origin of S' moves at speed u/c= 0.6 along the positive z-axis in S. An event occurs at z = 2, y = 3, 2 = 1 and ct' 8 as observed in S". Units have been suppressed (i.e., assume whatever distance unit you want.) = (a) Where and when does this event occur in S? (b) Draw the S' axes (t' = 0, a = 0) in the frame of S. (c) Draw the S axes (t=0, x= 0) in the frame of S.