- #1
AGNuke
Gold Member
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An observer sees two spaceships flying apart with speed .99c. What is the speed of one spaceship as viewed by the other?
I considered two spaceships A and B. A is moving with velocity vA in the left direction and B is moving with velocity vB in the right direction. Hence, ##v_{sep} = v_A + v_B = 0.99c##
Now finding the relative velocity of one spaceship with respect to other.
$$v_{rel} = \frac{v_A + v_B}{1 + \frac{v_Av_B}{c^2}}$$
Now since I don't know vA or vB, I can't find the answer. So, my question here is - is my question incomplete? Or is it possible to obtain an answer.
I considered two spaceships A and B. A is moving with velocity vA in the left direction and B is moving with velocity vB in the right direction. Hence, ##v_{sep} = v_A + v_B = 0.99c##
Now finding the relative velocity of one spaceship with respect to other.
$$v_{rel} = \frac{v_A + v_B}{1 + \frac{v_Av_B}{c^2}}$$
Now since I don't know vA or vB, I can't find the answer. So, my question here is - is my question incomplete? Or is it possible to obtain an answer.