Given the following two equations:
$cos\alpha = X + Csin\beta$
$sin\alpha = Y + Ccos\beta$
Is there a way to express $\alpha$ and $\beta$ as functions of $X,Y,C$ ?
Thanks!
Given the following two equations:
$cos\alpha = X + Csin\beta$
$sin\alpha = Y + Ccos\beta$
Is there a way to express $\alpha$ and $\beta$ as functions of $X,Y,C$ ?
Thanks!
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