Relative to reference frame 1, reference frame 2 moves with speed v in the negative x direction.When the origins of the two frames coincide the clocks in both frames are set to zero.An event occurs at coordinate x₁ and time t₁ as measured in reference frame 1 and at coordinate x₂ and time t₂ as measured in frame 2.If $Relative to reference frame 1, reference frame 2 moves with speed v in the negative x direction.When the origins of the two frames coincide the clocks in both frames are set to zero.An event occurs at coordinate x1 and time t1 as measured in reference frame 1 and at coordinate x2 and time t2 as measured in frame 2.If , then the coordinates and times of the event are related by: A)x2 = \gamma [x1 - vt1] and t2 = \gamma [t1 - vx1 / c2] B)x2 = \gamma [x1 - vt1] and t2 = \gamma [t1 + vx1 / c2] C)x2 = \gamma [x1 + vt1] and t2 = \gamma [t1 - vx1 / c2] D)x2 = \gamma [x1 + vt1] and t2 = \gamma [t1 + vx1 / c2] E)none of the above are correct$ , then the coordinates and times of the event are related by:
A)x₂ =

\gamma

[x₁ - vt₁] and t₂ =

\gamma

[t₁ - vx₁ / c²]
B)x₂ =

\gamma

[x₁ - vt₁] and t₂ =

\gamma

[t₁ + vx₁ / c²]
C)x₂ =

\gamma

[x₁ + vt₁] and t₂ =

\gamma

[t₁ - vx₁ / c²]
D)x₂ =

\gamma

[x₁ + vt₁] and t₂ =

\gamma

[t₁ + vx₁ / c²]
E)none of the above are correct

According to the Theory of Relativity

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