Geometry Chapter 3 Test Form – Fill Out and Use This PDF

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1.2 and 7 are alternate interior angles.

2.5 and 6 are same-side interior angles.

3.1 and 3 are corresponding angles.

4.If 14 and 15 are congruent, then a 6 b.

5.If 10 and 11 are supplementary, then c 6 d.

			a		b
		1	5	9	13	c
	2	6	10		14
3		7	11	15		d
4	8		12	16

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Find mL1 and mL2. Determine in each exercise whether L1 and L2 are alternate interior angles, same-side interior angles, or corresponding angles.

6.		7.		8.
1	2
		1
	65	2		1 110
			84	2

9.Graph the line y = -x + 1. Draw the line parallel to this line that contains (-1, -2).

10.Graph the line y = -12 x - 1. Draw the line perpendicular to this line that contains (2, 1).

NameClassDate

Chapter Test (continued)	Form G
Chapter 3

Use the given information to determine which segments must be parallel.

If there are no such segments, write none.

11.	5 12	A		W		X	D
12.	m6 + m7 = m13	14	13	12	11	10	9
		1

13.m4 + m14 = 180

14.
	AB # BC and DC # BC										6
	2								3	4	5	7	8
								B		Y	Z		C
Find the values of the variables.
15.	16.
				35						x	z
										120 y		86

y x 48

w

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17.What is the interior angle sum of a convex octagon?

18.What is the measure of each exterior angle of a regular decagon?

Determine whether the following pairs of lines are parallel, perpendicular, or neither.

19. y = -x + 3	20. y = -31x -	5	21. y = 5x + 4
x + y = -3	3x + y = 6		5x + y = -8

Write the equation in slope-intercept form of each line described.

22.The line is parallel to y = -3x - 5 and contains (1, 4).

23.The line is perpendicular to y = 12x + 3 and contains (-3, 2).

24.The line has a slope of 2 and contains (-2, -1).

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