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m = ymo, E = ymọc² where y = 1/sqrt(1-v/c?) derive v/c = sqrt(1-(Eo/E)?) and m/mo = E/Eo %3D

m = ymo, E = ymọc² where y = 1/sqrt(1-v/c?) derive v/c = sqrt(1-(Eo/E)?) and m/mo = E/Eo %3D

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i) m = ymo, E = ymọc2 where y = 1/sqrt(1-v/c?) derive v/c = sqrt(1-(Eo/E)?) and m/mo= E/Eo ii) Show how R = p/Ap = p/Ap = 2p/Ax = 2p/(s+p@?) follows from Ax-2p(1-cos)+s Where 20 is the angular spread at source, image of the source at detector Ax width, source width s.
Transcribed Image Text:i) m = ymo, E = ymọc2 where y = 1/sqrt(1-v/c?) derive v/c = sqrt(1-(Eo/E)?) and m/mo= E/Eo ii) Show how R = p/Ap = p/Ap = 2p/Ax = 2p/(s+p@?) follows from Ax-2p(1-cos)+s Where 20 is the angular spread at source, image of the source at detector Ax width, source width s.
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