As Lorenz transformation is "u=\\frac{\\sqrt{(u'^2+v^2+2vu'\\cos\\theta'-(\\frac{vu'\\sin\\theta'}{c})^2}}{1+\\frac{vu'\\cos\\theta'}{c^2}}" (J.D.Jackson,Classical Electrodynamics, N.Y-London,1962)
We have "u'=v=c\/2, \\theta'=\\pi\/2" then "u=c\\sqrt{7\/16}"
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