Central and Inscribed Angles — Practice Set

In a circle, the arc intercepted by a central angle measures 84°. What is the measure of the central angle?

A circle has a total arc measure of 360°. A central angle of 120° intercepts minor arc $PQ$. What is the measure of major arc $PQ$?

An angle has its vertex on a circle and its two sides are chords. What type of angle is this?

Circle $O$ has center $O$. Central angle $AOB = 130\degree$. What is the measure, in degrees, of minor arc $AB$?

In circle $O$, central angle $MON = 210\degree$. What is the measure, in degrees, of minor arc $MN$?

An inscribed angle intercepts an arc of 96°. What is the measure, in degrees, of the inscribed angle?

Inscribed angle $ACB$ measures 37°. What is the measure, in degrees, of intercepted arc $AB$?

Points $A$, $B$, $C$, and $D$ lie on a circle in that order. Inscribed angle $ACB = 55\degree$ and inscribed angle $ADB$ both intercept arc $AB$ (the arc not containing $C$ or $D$). What is the measure of angle $ADB$?