Question Type 3: Finding sides and angles using sine rule Bootcamps

In triangle ABC, side $a = 6\text{ cm}$, angle $A = 40^\circ$ and angle $B = 50^\circ$. Find side $c$.

In triangle ABC, side $a = 6\text{ cm}$, angle $A = 40^\circ$ and angle $B = 50^\circ$. Find side $b$.

In triangle ABC, side $c = 8\text{ cm}$, angle $B = 65^\circ$ and angle $C = 35^\circ$. Calculate side $b$.

In triangle ABC, angle $A = 65^\circ$, angle $B = 45^\circ$ and side $a = 6\text{ cm}$. Calculate side $b$.

In triangle ABC, side $a = 8\text{ cm}$, side $b = 6\text{ cm}$ and angle $A = 65^\circ$. Calculate angle $B$.

In triangle ABC, side $b = 8\text{ cm}$, angle $B = 65^\circ$ and angle $C = 45^\circ$. Find side $c$.

In triangle ABC, angle $B = 45^\circ$, angle $C = 70^\circ$ and side $c = 8\text{ cm}$. Find side $a$.

In triangle ABC, side $b = 6\text{ cm}$, side $c = 8\text{ cm}$ and angle $B = 65^\circ$. Determine angle $C$.

In triangle ABC, side $a = 6\text{ cm}$, angle $A = 65^\circ$ and angle $C = 50^\circ$. Find side $c$.

In triangle ABC, side $a = 6\text{ cm}$, side $b = 8\text{ cm}$ and angle $A = 30^\circ$. Determine the two possible values of angle $B$.