A and B leave from a common point (with both of their clocks reading zero) and...
A and B leave from a common point (with both of their clocks reading zero) and travel in opposite directions with relative speed v. When B’s clock reads T, he (B) sends out a light signal. When A receives the signal, what time does his (A’s) clock read? Answer this question doing the calculation entirely in a) A’s frame and then b) on B’s frame.
I know the answer for both a) and b) is T/(y(1-c/v)), but I am not sure how to arrive the same answer from both reference frame.
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A and B leave from a common point (with both of their clocks
reading zero) and...
Having trouble with this. Dont know where to start. A spaceship travels at 0.540 Co away...
Having trouble with this. Dont know where to start.
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Having trouble with this. Dont know where to start.
A spaceship travels at 0.540 Co away from Earth. When the ship is 2.57x1011 m away in the Earth reference frame, the ship clock is set to t = 0 and a message (light signal) is sent to its ground crew on Earth. When this message is received the ground crew immediately sends a reply (light signal) to the ship. The ground crew adjust their clocks to specify t = 0...
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