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Two rockets A and B are parallel to the x-axis in the reference frame of the...

Two rockets A and B are parallel to the x-axis in the reference frame of the lab. Rocket A is moving with velocity Va parallel to x-axis. Rocket B is moving with velocity Vb parallel to y-axis. At time t=0 the centers of both sticks coincide at the origin. Find the angle between the sticks and the length and velocity of stick B in the reference frame of stick A. Find the angle between the sticks and the length and velocity of stick A in the reference frame of stick B. *All answer should be expressed using Relativity*

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Summary: to fine the relative velocity of B with respect to A. We use velocity transformation laws and find X and Y components of relative velocity separately then we take resultant of these components which will be the final velocity of B in frame A. And find the angle between these two we use expression for tan.

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