In changing from Cartesian to spherical coordinates, $\frac { \partial r } { \partial x }$ becomes
A) $\sin \phi \sin \theta$
B) $\sin \phi \cos \theta$
C) $\cos \phi \sin \theta$
D) $\cos \phi \cos \theta$
E) $\sin \phi$

Question

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The Answer of In changing from Cartesian to spherical coordinates, $\frac { \partial r } { \partial x }$ becomes
A) $\sin \phi \sin \theta$
B) $\sin \phi \cos \theta$
C) $\cos \phi \sin \theta$
D) $\cos \phi \cos \theta$
E) $\sin \phi$

In Changing from Cartesian to Spherical Coordinates ∂r∂x\frac { \partial r } { \partial x }∂x∂r​

In Changing from Cartesian to Spherical Coordinates $\frac { \partial r } { \partial x }$