Interior Angles
Inscribed Angles
Circle Vocabulary
Exterior Angles
Central Angles
100

Do you add, multiply, or subtract the two arcs in the Interior angles formula?

Add and then divide.

100

Is this an Inscribe angle? Why or why not?

No, because the vertex is not touching the outline of the circle.

100

An Angle vertex located in the center of the circle

Central Angle

100

Where does the vertex lie in exterior angles?

The vertex lies outside the circle.

100

What is a central angle?

An angle whose vertex lies on the center of the circle.

200

What is the formula for Interior Angles?

angle = arc + arc divided by two.

200

Which on of the following angles is an Inscribed Angle?

2.

200

Angle vertex located outside the circle.

Exterior angle.

200

In what way are the Exterior and Interior angle formula different?

The exterior formula subtracts the two arcs, while the interior formula adds the two arcs.

200

Which one of these angles is a central angle?

Circle 2

300

In the Interior angles formula, what are we solving for?

The angle.

300

What is an Inscribed Angle?

An angle whose vertex lies on a circle and whose sides are chords of the circle (or are side tangent to the circle).

300

A complete circle is equal to.

360

300

In what way are the exterior and interior angle formula similar?

They both solve for the angle and they both require you dividing by two after finding the sum or difference of the two arcs.

300

What is the measure of arc YZ?

110

400

Find the value of x.

x = 51

400

Find arc RJ

130

400

The vertex of an Inscribed angle lies where?

On the circle or one side tangent to the circle.

400

What two trig functions do Exterior angles use?

Tangent and Secant.

400

Find arc RB.

RB = 60

500

Echo solved for 1. What did she do wrong? What is the correct answer?

Echo was supposed to add the two arcs not subtract. The correct answer is actually 1 = 48.

500

What is corollary #1?

If two inscribed angles intercept the same arc, then the angles are congruent.

500

Name the four different types of angles in a given circle.

Central angle, Inscribed angle, Interior angle, Exterior angle

500

Find the value of x.

x = 216

500

What is the central angle theorem?

The measure of a center angle is equal to the measure of the intercepted arc.

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