math unit 7 retake

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33 Terms

1
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Sum of interior angles

(n - 2) (180)

2
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Sum of exterior angles

360°

3
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Interior + exterior angle of any polygon

180

4
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One interior

180

5
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One exterior

360

6
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Number of sides

n

7
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Each regular interior angle

(n - 2) 180/n

8
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Each regularexterior angle

360/n

9
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Square: number of sides

4

10
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Pentagon: number of sides

5

11
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Hexagon: number of sides

6

12
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Heptagon: number of sides

7

13
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Octagon: number of sides

8

14
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Decagon: number of sides

10

15
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Dodgecagon: number of sides

12

16
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Nonagon: number of sides

9

17
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If one exterior angle of a regular

polygon is 45 degrees, how many

sides does it have?

360 divides by 45 equals 8

The answer is 8

18
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What is the value of n if one interior angle of a regular polygon is 120 degrees?

(n-2) 180

(180-360) = 120

Subtract 120 from 120 and 180

60 = 360

360 divided by 60 equals 6

6 is the answer

19
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What is the measure of one

interior angle of a regular polygon

with 8 sides?

6Ă—180 = 1080 divided by 8 equals 135

The answer is 135

20
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What is the interior angle of a

regular dodecagon?

(12-2) 180 = 1800 Ă·12 = 150

The answer is 150

21
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How many degrees are in each

interior angle of a regular polygon

with 5 sides?

(5-2) 180 = 540 divided 5 equals 108

108 is answer

22
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A polygon with equal length

sides and equal measure angles is

classified as which type of polygon?

Regular polygon

23
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If the sum of the interior angles

of a polygon is 720 degrees, how

many sides does it have?

(6-2) 180 = 720

The answer is 6 sides

24
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What is the measure of one

exterior angle of a regular nonagon?

360 divided by 9 equals 40

40 degrees is the answer

25
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In a regular polygon, if one

interior angle measures 150

degrees, how many sides does it

have?

(n-2)180

(180-360) = 150

150 is subtracted in 150 and 180

360 divided 30 equals 12

The answer is 12

26
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The number of sides of a polygon

is determined by which of the

following?

The measure of each exterior angle

27
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Which of the following identifies

a polygon with four sides?

Quadrilateral

28
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29
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If a polygon has interior angles

measuring 120 degrees each, how

many sides does it have?

(6-2) 180 divided by 6 is 120

30
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What is the measure of one

interior angle of a regular hexagon?

12

31
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What is the total sum of the

interior angles of a polygon with 8

sides?

(8-2) 180

1080

32
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What is an exterior angle of a

polygon with 7 sides?

360/ 7

51.43

33
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