Parallel And Perpendicular Lines Worksheet Page 34
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50WRITING IN MATH
44.
Answer the question that was posed at the beginning of
the lesson.
How do you know that the sides of a parking space are parallel?
Include the following in your answer:
• a comparison of the angles at which the lines forming the edges of a parking
space strike the centerline, and
• a description of the type of parking spaces that form congruent consecutive
interior angles.
Standardized
m
n
45. In the figure, line
is parallel to line
. Line
m
Test Practice
m
intersects both and
. Which of the following
lists includes all of the angles that are supplementary
1 3
5 7
n
2 4
to
1?
6 8
A
angles 2, 3, and 4
B
angles 2, 3, 6, and 7
C
angles 4, 5, and 8
D
angles 3, 4, 7, and 8
ALGEBRA
46.
Kendra has at least one quarter, one dime, one nickel, and one
penny. If she has three times as many pennies as nickels, the same number of
nickels as dimes, and twice as many dimes as quarters, then what is the least
amount of money she could have?
A
$0.41
B
$0.48
C
$0.58
D
$0.61
Maintain Your Skills
Maintain Your Skills
Mixed Review
Write an equation in slope-intercept form for the line that satisfies the given
conditions.
(Lesson 3-4)
47. m
0.3, y-intercept is
6
1
48. m
, contains ( 3,
15)
3
49. contains (5, 7) and ( 3, 11)
1
50. perpendicular to y
x
4, contains (4, 1)
2
Find the slope of each line.
y
(Lesson 3-3)
51. BD
52. C C D
E
( 4, 2 )
( 0, 2 )
B
53. A A B
54. EO
55. any line parallel to DE
O
x
56. any line perpendicular to BD
( 4,
2 )
A
( 1,
3 )
( 4,
3 )
C
D
Construct a truth table for each compound statement.
(Lesson 2-2)
57. p and q
58. p or
q
59.
p
q
60.
p
q
61.
CARPENTRY
A carpenter must cut two pieces of wood at angles so that they fit
together to form the corner of a picture frame. What type of angles must he use
to make sure that a corner results?
(Lesson 1-5)
Getting Ready for
PREREQUISITE SKILL
Use the Distance Formula to find the distance between
the Next Lesson
each pair of points.
(To review the Distance Formula, see Lesson 1-4.)
62. (2, 7), (7, 19)
63. (8, 0), ( 1, 2)
64. ( 6,
4), ( 8,
2)
Lesson 3-5 Proving Lines Parallel 157
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