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DESCRIPTION
100. 100. 100. 100. 100. 2 00. 2 00. 2 00. 2 00. 2 00. 3 00. 3 00. 3 00. 3 00. 3 00. 4 00. 4 00. 4 00. 4 00. 4 00. 5 00. 5 00. 5 00. 5 00. 5 00. VOCAB - 100. Line AB is a __________. ANSWER. SECANT. Back. VOCAB - 200. - PowerPoint PPT PresentationTRANSCRIPT
VOCAB ARCS & CHORDS
ANGLES IN CIRCLES
SEGMENTS IN CIRCLES
CIRCLES
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VOCAB - 100
Line AB is a __________.
ANSWER
SECANT
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VOCAB - 200
Line I intersects circle A at point B. What is the name for point B?
ANSWER
POINT OF TANGENCY
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VOCAB - 300
Angle AOB is a _________.
ANSWER
CENTRAL ANGLE
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VOCAB - 400
AB is the ___a___ of the circle. It is also the longest _____b____.
ANSWER
a) Diameterb) Chord
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VOCAB - 500
Line EF is a __________.
ANSWER
COMMON INTERIOR TANGENT
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ARCS & CHORDS - 100
Find the measure of arc AB.
ANSWER
45
Back
ARCS & CHORDS - 200
Angle ABC is 37°. Find the measure of angle ADC.
ANSWER
37
Back
ARCS & CHORDS - 300
You are standing 14 feet from a water tower. The distance from you to a point of tangency is 28 feet. What is the radius of the water tower?
ANSWER
21 feet
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ARCS & CHORDS - 400
Fine the measure of arc CAE.
ANSWER
237
Back
ARCS & CHORDS - 500
Find the measure of arc BC.
ANSWER
100
Back
OTHER ANGLES - 100
Find the measure of arc AEB.
ANSWER
266
Back
OTHER ANGLES - 200
Find the measure of angle HGI.
ANSWER
67.5
Back
OTHER ANGLES - 300
Find the value of x.
ANSWER
30
Back
OTHER ANGLES - 400
Find the measure of angle DFC.
ANSWER
102
Back
OTHER ANGLES - 500
Arc ADC is 222°.Find the value of x.
ANSWER
42
Back
SEGMENTS - 100
Find the value of x.
ANSWER
3
Back
SEGMENTS - 200
Find the value of x.
ANSWER
3
Back
SEGMENTS - 300
MN = 7, MP = 4, PQ = 24.Find NO.
ANSWER
9
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DAILYDOUBLE
SEGMENTS - 400
Find the length of DC.
ANSWER
10
Back
SEGMENTS - 500
NO = 5, MP = 6, MQ = 11.Find MN.
ANSWER
6
BackBack
CIRCLES - 100
Locate the center and the radius of the circle.
(x + 3)² + y² = 8
ANSWER
Center: (-3, 0)
Radius:
BackBack
CIRCLES - 200
Write the standard equation of the circle with the given center and radius.
Center: (3, -2)
Radius: 2.5
ANSWER
(x – 3)² + (y + 2)² = 6.25
BackBack
CIRCLES - 300
Give the coordinates of the center, the radius, and the equation of the circle.
ANSWER
Center: (-3, 3)
Radius: 3
Equation: (x + 3)² + (y – 3)² = 9
Back
CIRCLES - 400
The equation of a circle is (x - 2)² + (y + 3)² = 4. Tell whether the given point is on the circle, in the interior of the circle, or in the exterior of the circle.
(0, -3)
ANSWER
ON
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CIRCLES - 500
The center is (-3, b), the radius is 5, and a point on the circle is (2, -2). Find the value of b.
ANSWER
-2
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