Show that for two inertial reference systems Sand S' that move with a speed U with respect to Siy does the following equality holdz 22 (V² -√²³) = 22 (√²² - V;²³) Where Ve and Vo are the initial and final velocitles in the S system and V'f and Vo are the initial and final velocities in the sl system and m is the mass of the particle. Under what conditions is equality fulfilled?
Show that for two inertial reference systems Sand S' that move with a speed U with respect to Siy does the following equality holdz 22 (V² -√²³) = 22 (√²² - V;²³) Where Ve and Vo are the initial and final velocitles in the S system and V'f and Vo are the initial and final velocities in the sl system and m is the mass of the particle. Under what conditions is equality fulfilled?
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Transcribed Image Text:Show that for two inertial reference systems
Sand S' that move with a speed U with
respect to Si, does the following equality
hold?
22 (√²-√²³) = 22 (√²² - √:²³)
Where Ve and Vo are the initial and final velocities
in the S system and V'f and Vo are the
initial and final velocities in the sl
system and m is the mass of the particle.
Under what conditions is equality fulfilled?
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