In Fig. 6.30, $\angle A=80^\circ$ and $\angle B=60^\circ$ in $ riangl…

Question

In Fig. 6.30, $\angle A=80^\circ$ and $\angle B=60^\circ$ in $	riangle ABC$. If $	riangle ABC \sim 	riangle RQP$, then $\angle P$ is

![](https://qallery.app/diagrams/v2_70b17897d87b/img-044.jpeg)

![](https://qallery.app/diagrams/v2_70b17897d87b/img-045.jpeg)

Accepted Answer

B. $40^\circ$

Since $	riangle ABC \sim 	riangle RQP$, corresponding angles are equal, so $\angle C=\angle P$. Now $\angle C=180^\circ-\angle A-\angle B=180^\circ-80^\circ-60^\circ=40^\circ$. Hence $\angle P=40^\circ$.

Answer

$20^\circ$

Answer

$60^\circ$

Answer

$80^\circ$

In Fig. 6.30, $\angle A=80^\circ$ and $\angle B=60^\circ$ in $\triangle ABC$. If $\triangle ABC \sim \triangle RQP$, then $\angle P$ is ![](https://qallery.app/diagrams/v2_70b17897d87b/img-044.jpeg) ![](https://qallery.app/diagrams/v2_70b17897d87b/img-045.jpeg)