Answer
When solving the ambiguous case using the law of sines, the first step is to solve for a missing $angle$. Use the inverse sine function to find the $reference$ angle. Then determine the possible values of the angle itself for both quadrants $I$and $II$.
Work Step by Step
We are given two sides and one angle.
By using the Law of sines, we can find the reference angle.
$\frac{sinA}{a}=\frac{sinB}{b}$
