Assuming the electron to be a classical particle, a sphere of radius 10 15 m and a uniform mass density, use the magnitude of the spin angular momentum S s (s 1) 1 2 (3 4) 1 2 to compute the speed of rotation at the electrons equator How does your result compare with the speed of light

Question: Assuming the electron to be a classical particle, a sphere of radius 10 -15 m and a uniform mass density, use the magnitude of the

Assuming the electron to be a classical particle, a sphere of radius 10^-15 m and a uniform mass density, use the magnitude of the spin angular momentum |S|= [s (s + 1) ]^1/2 ћ = (3/4)^1/2ћ to compute the speed of rotation at the electron’s equator. How does your result compare with the speed of light?

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