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Circles: Secants, Angles, & Segments

Circles: Secants, Angles, & Segments

Assessment

Presentation

Mathematics

5th - 12th Grade

Practice Problem

Medium

CCSS
HSG.C.A.2

Standards-aligned

Created by

KEVIN JUDY

Used 10+ times

FREE Resource

18 Slides • 11 Questions

1

Circles: Secants, Angles, & Segments

Geometry

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To find angles you always take 1/2:

  • If the angle is inside the circle then you add the other angles first.

  • If the angle is on the circle then just take 1/2.

  • If the angle is outside the circle then you subtract the other angles first.

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Multiple Choice

Question image

Find the x by taking 1/2 of the sum of the other angles between the same lines.

1

50

2

60

3

70

4

110

8

Multiple Choice

Question image

Find the x.

67 = 1/2 (30 + x)

1

60

2

97

3

104

4

134

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11

Multiple Choice

Question image

Find ∠FGI by taking 1/2 of the intercepted arc.

1

118.5

2

112.5

3

108

4

98

12

Multiple Choice

Question image

Find arc UVW.

1

99

2

148.5

3

162

4

198

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14

To find angles you always take 1/2:

  • If the angle is inside the circle then you add the other angles first.

  • If the angle is on the circle then just take 1/2.

  • If the angle is outside the circle then you subtract the other angles first.

15

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16

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17

Multiple Choice

Question image

Find x by taking 1/2 of the difference of the other angles between the secants.

1

49

2

54

3

76

4

98

18

Multiple Choice

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Find arc FIH.

1

194

2

202

3

210

4

230

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20

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22

Multiple Choice

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Find x by setting the products of the chord segments equal to each other.

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1

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2

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3

4

4

23

Multiple Choice

Question image

Find x by setting the products of the chord segments equal to each other.

1

1

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2

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3

4

4

24

Multiple Choice

Question image

Find x by setting the products of the chord segments equal to each other.

1

10

2

16

3

18

4

20

25

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Poll

Are you understanding the math concepts from this lesson today?

29

Open Ended

Question image

As you met the success criteria for secants, write down one important thing to remember about the lesson today.

Circles: Secants, Angles, & Segments

Geometry

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