if so, what does that mean and can it be represented in Cartesian.
for example if I have a vector of in spherical $$ \vec{A} =0\hat{\rho} + 2\hat{\theta} + 0\hat{\phi} $$
can $\vec{A}$ be represented in cartesian?
2026-03-25 15:52:37.1774453957
Can a vector in spherical co-ordinates have a radius of 0.
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It should be the zero vector $\vec{0} = (0,0,0)^{T}$.