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WorksheetsCircles: Angles, Arcs, Chords, and Inscribed Angles
Total questions: 72
Worksheet time: 5hrs 29mins
Select all the true statements about the diagram.
The measure of arc AB is 17 degrees
The measure of arc AB is 34 degrees
The measure of arc AB is 68 degrees
The measure of arc AXB is 292 degrees
The measure of arc AXB is 146 degrees
Solve for x
51 degrees
61 degrees
102 degrees
204 degrees
Solve for x. Type in the number ONLY. Round to the nearest tenth if necessary.
(a)
Select all the true statements about the diagram.
PQ = QR
PO = OR
m∠PRQ=51°
m∠PRQ=141°
∠PRQ is a right angle.
are half the measure of their radii
Find x.
(a)
In the diagram, the diameter of the circle is perpendicular to a chord. Solve for the value of "x" and "y"
x=4, y=5
x=3, y=7
x=7, y=3
x=6, y=9
Find the length of DC.
(a)
Find the value of x.
(a)
Select all the true statements about the digram.
the measure of arc WYZ is 231 degrees
arc WXY is a semicircle
the measure of arc WZ is equal to the measure of arc YX
the measure of arc XY is 129
the measure of arc YZ is 51 degrees
Select all the true statements about the diagram.
QV = 21UR
measure for arc TS is 111˚
the measure for arc RQT is 224˚
Arc QR is congruent to Arc TS
Segment VU bisects arc QUT
Give an example of a major arc
arc JH
arc HI
arc JLH
arc JL
If the measure of arc ABC = 210°, what is the measure of ∠AOC?
(a)
In a circle (or congruent circles), the measure of an arc is:
In a circle (or congruent circles), the measure of an arc is:
equal to double of the measure of its corresponding central angle
What is the value of y?
22
108
What is the value of w?
136
54
98
104
112
Select all the true statements.
AC is a radius.
2(EC) = LM
LM is a chord.
BD - AC = BC
AC + CE = BD
Find the measure of a.
a=65
a=115
a=90
a=57.5
Find the measure of b.
65
115
90
57.5
Find the measure of c.
65
115
90
57.5
What is the value of x?
(a)
What is the value of x?
(a)
Solve for x.
14
10
11
2
Find the measure of <R
6
34
32
What is the correct value for x? Chords AB and AC are congruent.
245
122.5
115
360
How many feet around is the pool?
Find the circumference of circle R.
108π
1200π
43π
30π
Find the radius of Circle R.
4
245
45π
7
Find the length of arc WY.
625π m
325π m
665π m
365π m
Find the length of arc MPN.
421π in.
821π in
835π in
435π in
Solve for x.
37.5
11
118
15
If the length of arc YZ is 10 inches, what is the radius of the circle?
36.17
52.84
68.91
80.26
48.34
41.08
37.33
31.27
Find the circumference of circle R.
108π
1200π
43π
30π
Find the length of the minor arc.
9π in.
29π in.
81π in.
64π in.
Find the length of the minor arc.
919π cm
938π cm
19576π cm
3631π cm
Select all the true statements about the diagram.
The measure of angle F is 46 degrees.
The measure of angle E is 46 degrees.
The measure of arc HG is 92 degrees.
The measure of arc HEF is 180 degrees.
The measure of arc HG is 23 degrees.
Find the measure of arc NM.
60
55
65
180
What two formulas can you use to find the circumference?
C = π·d
C = π·r2
C = 2·π·r
C = d2
A
B
C
D
Which number best represents an inscribed angle?
1
2
8
9
Name all radii. Select all that apply.
LR
LT
LW
RT
Name all chords. Select all that apply.
RT
RS
ST
LW
The diameter of circle L is 20 units. The diameter of circle M is 13 units. QR = 4 units. Find the measure of RM.
2.5
6
2
10
Find the exact circumference of the circle using the given inscribed polygon.
25π cm
7π cm
24π cm
3.5π cm
Find the exact circumference of the circle using the given circumscribed polygon.
11π yd
11 yd
25π cm
11√2π cm
Find the exact circumference of each circle using the given inscribed polygon.
√58 π mm
58 π mm
√20 π mm
21 π mm
Find the exact circumference of each circle using the given inscribed polygon.
9√2 π in
18 π in
9 π in
29 π in
b=93 degrees
b=74 degrees
b=106 degrees
b=87 degrees
Find the m < y.
112 degrees
82 degrees
144 degrees
Find the m < x.
112 degrees
98 degrees
132 degrees
