Find the length $BC$, to two decimal places.
Considering the sum of interior angles of the triangle we have \(\angle B = 34^\circ\). Then we have, by sine rule,
\(\dfrac{5}{\sin 34^\circ} = \dfrac{\overline{BC}}{\sin 108^\circ}\)
From here, we have \(\overline{BC} \approx8.50\).
