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(c, An event has coordinates x" = (-2,2,4, -8) in metres as viewed in an inertial frame S. Incrtial reference frame S is moving with B = 0.6 along the +y axis of S (not the x-axlsl). (i) Find the matrix A for the Lorentz transformation from S to 5, and hence (il) determine the coordinates " in S.

(c, An event has coordinates x" = (-2,2,4, -8) in metres as viewed in an inertial frame S. Incrtial reference frame S is moving with B = 0.6 along the +y axis of S (not the x-axlsl). (i) Find the matrix A for the Lorentz transformation from S to 5, and hence (il) determine the coordinates " in S.

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(c, An event has coordinates x" = (-2,2,4, -8) in metres as viewed in an inertial frame S. Inertial reference frame S is moving with B = 0.6 along the +y axis of S (not the x-axisl). (i) Find the matrix A for the Lorentz transformation from S to 5, and hence (il) determine the coordinates " in S.
Transcribed Image Text:(c, An event has coordinates x" = (-2,2,4, -8) in metres as viewed in an inertial frame S. Inertial reference frame S is moving with B = 0.6 along the +y axis of S (not the x-axisl). (i) Find the matrix A for the Lorentz transformation from S to 5, and hence (il) determine the coordinates " in S.
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