A particle has a kinetic energy equal three-quarters its rest mass energy. What is the speed of this particle? (Answer in terms of c)
KE = (γ - 1)*mo*c^2 = 0.75*mo*c^2
γ = 1.75 = [1 – (u/c)^2]-1/2
u = c*sqrt[1 – (1/γ)^2] = c*sqrt(0.6735) = 0.821*c
A particle has a kinetic energy equal three-quarters its rest mass energy. What is the speed...
Find the speed of a particle (in terms of c) given that its kinetic energy is twice as large as its rest energy.
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