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Space cruisers A and B are moving parallel to the positive direction of an x axis. Cruiser A is faster, with a relative speed of v 0.946c, and has a proper length of L 255 m. According to the pilot of A, at the instant (t=0) the tails of the cruisers are aligned, the noses are also. According to the pilot of B, how much later are the noses aligned? Draw a diagram.
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The relative speed of A is v_A=0.946c and its proper length Lo=255 m, then you should find the length that B is observing, \[L=L_0\sqrt{1-(0.946)^2}=82.66 m\] Then, the time that B measures is, \[\Delta t=\frac{L_0-L}{v_A}=6.08\cdot10^{-7}s\]
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