I was wondering how to find $e_r$ using $e_x$ and $e_y$ as you can see in the scheme:
So what I really want is to prove that:
$$\vec{e_r}=\cos\theta\vec{e_x}+\sin\theta\vec{e_y}$$
with a deep proof using maths
I was wondering how to find $e_r$ using $e_x$ and $e_y$ as you can see in the scheme:
So what I really want is to prove that:
$$\vec{e_r}=\cos\theta\vec{e_x}+\sin\theta\vec{e_y}$$
with a deep proof using maths
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