In the figure below, $${A B}$$ is a diameter of circle $$P$$. What is the arc measure of minor arc $${A C}$$ in degrees? ![](http://admin.getprephub.com/media/editor/ci4_20230216203206117355.png)

Solution $$A B$$ is the diameter of the circle. The $${arc}$$ measure of arc $${A B}$$ in degrees $$=180^{\circ}$$ The arc measure of minor $${arc} {A C}$$ in degrees $$=360^{\circ}-\left(180^{\circ}+69^{\circ}\right)=360^{\circ}-249^{\circ}=111^{\circ}$$

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MCQ

In the figure below, ${A B}$ is a diameter of circle $P$ . What is the arc measure of minor arc ${A C}$ in degrees?

Select all that apply :

$111^{\circ}$

$11^{\circ}$

$151^{\circ}$

$122^{\circ}$

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