Given $\tan A = \sqrt3$ and $\csc B = -\sqrt2$ where $A,B \in[\pi,\frac{3}{2}\pi]$,
evaluate
$\cos^2A + (\cot B)(\sin A)$.
I haven't been able to figure out the angle for $B$.
Given $\tan A = \sqrt3$ and $\csc B = -\sqrt2$ where $A,B \in[\pi,\frac{3}{2}\pi]$,
evaluate
$\cos^2A + (\cot B)(\sin A)$.
I haven't been able to figure out the angle for $B$.