What is the partial derivative (dG/dV) for G(v) = g(Vx)g(Vy)g(Vz)*4pi*v^2?
ln G(v) = ln g(vx) + ln g(vy) + ln g(vz) + ln(4pi v^2)
(1/G) dG/dv = x/g(vx) + y/g(vy) + z/g(vz) + 2/v
dG/dv = G*( x/g(vx) + y/g(vy) + z/g(vz) + 2/v )
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ln G(v) = ln g(vx) + ln g(vy) + ln g(vz) + ln(4pi v^2)
(1/G) dG/dv = x/g(vx) + y/g(vy) + z/g(vz) + 2/v
dG/dv = G*( x/g(vx) + y/g(vy) + z/g(vz) + 2/v )