

Circles, Central Angles, and Arcs
Presentation
•
Mathematics
•
10th Grade
•
Medium
Joseph Anderson
Used 3+ times
FREE Resource
5 Slides • 12 Questions
1
Multiple Choice
What are the measures of angle 3 and angle 4?
m∠3 = 70°, m∠4 = 65°
m∠3 = 65°, m∠4 = 70°
m∠3 =110°, m∠4 = 105°
m∠3 = 105°, m∠4 =110°
2
3
A central angle of a circle has a vertex at the center and is formed by two radii.
The measure of the central angle is the same as the measure of its corresponding arc of the circle.
4
Multiple Choice
Find the measure of ∠AOB
m∠AOB=27°
m∠AOB=333°
m∠AOB=207°
m∠AOB=13.5°
5
Fill in the Blanks
Solve for x. Just type in the numeric value.
Type answer...
6
Fill in the Blanks
Find m∠POQ
Just type in the numeric value.
Type answer...
7
An inscribed angle in a circle has a vertex on the circle and is formed by two chords.
The measure of an inscribed angle is half the measure of its corresponding arc of the circle.
8
Fill in the Blanks
Just type in the numeric value.
Type answer...
9
Multiple Choice
m∠PQR=68°
m∠PQR=34°
m∠PQR=292°
m∠PQR=112°
10
11
Fill in the Blanks
Solve for x. Just type in the numeric value.
Type answer...
12
Multiple Choice
Solve for x.
34
17
23
27
13
Multiple Choice
Find the measure of the central angle (pink angle, one question mark).
104 degrees
52 degrees
128 degrees
76 degrees
14
Multiple Choice
Find the measure of the exterior angle (blue angle, two question marks).
104 degrees
52 degrees
128 degrees
76 degrees
15
An interior angle has a vertex inside the circle and is formed by two intersecting chords/secants.
The measure of an interior angle is half the sum of its corresponding arcs.
(arc1 + arc2)/2
16
Multiple Choice
What is the measure of the angle DBC?
m∠DBC=65°
m∠DBC=87.5°
m∠DBC=120°
m∠DBC=62.5°
17
Multiple Choice
Find the measure of ∠KML .
m∠KML=10°
m∠KML=75°
m∠KML=42.5°
m∠KML=47.5°
What are the measures of angle 3 and angle 4?
m∠3 = 70°, m∠4 = 65°
m∠3 = 65°, m∠4 = 70°
m∠3 =110°, m∠4 = 105°
m∠3 = 105°, m∠4 =110°
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