Consider two events seen by observer (1), who chooses her coordinates so that the first event occurs at the space time origin x 1 (0, 0, 0, 0), while the second event occurs at x 1 ( c t 1 , x 1 , 0, 0) Suppose 2 for the two events see eq (21 24) is positive Use the transformation defined in Problem 21 7 to show that there is a reference frame traveling at a speed v A Ax Ay Az car

Question: Consider two events seen by observer (1), who chooses her coordinates so that the first event occurs at the space-time origin x ? 1 =

Consider two events seen by observer (1), who chooses her coordinates so that the first event occurs at the space-time origin x^?₁ = (0, 0, 0, 0), while the second event occurs at x?^?₁ = ( c? t₁, x?₁, 0, 0). Suppose ?² for the two events see eq. (21.24)

is positive. Use the transformation defined in Problem 21.7 to show that there is a reference frame traveling at a speed v

A? = Ax? + Ay + Az? car

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