If $ riangle ABC \sim riangle PQR$ with $\angle A = 32°$ and $\angle R = 65°$, then the measure of $\angle B$ is:
(a) $32°$
(b) $65°$
(c) $83°$
(d) $97°$

Question

If $	riangle ABC \sim 	riangle PQR$ with $\angle A = 32°$ and $\angle R = 65°$, then the measure of $\angle B$ is:
(a) $32°$
(b) $65°$
(c) $83°$
(d) $97°$

Accepted Answer

Step 1: Since $	riangle ABC \sim 	riangle PQR$, $\angle C = \angle R = 65°$. So $\angle B = 180° - 32° - 65° = 83°$

Question

Solution