Equations Of Lines In Slope-Intercept And Standard Form Worksheet Page 8

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188
(4–32)
Chapter 4 Linear Equations in Two Variables and Their Graphs
57. 2y
x
0
62. y
5
0
Write an equation in slope-intercept form, if possible, for
58. 2x
y
0
each line. See Example 6. In each case, make a sketch.
63. The line through (0, 6) that is perpendicular to the line
y
3x
5
64. The line through (0,
1) that is perpendicular to the
line y
x
65. The line with y-intercept (0, 3) that is parallel to the line
2x
y
5
66. The line through the origin that is parallel to the line
2x
5y
8
67. The line through (2, 3) that runs parallel to the x-axis
59. 3x
2y
10
68. The line through ( 3, 5) that runs parallel to the y-axis
69. The line through (0, 4) and (5, 0)
70. The line through (0,
3) and (4, 0)
Solve each problem. See Example 7.
71. Marginal cost. A manufacturer plans to spend
$150,000 on research and development for a new lawn
mower and then $200 to manufacture each mower. The
formula C
200n
150,000 gives the cost in dollars
of n mowers. What is the cost of 5000 mowers? What is
60. 4x
3y
9
the cost of 5001 mowers? By how much did the one
extra lawn mower increase the cost? (The increase in
cost is called the marginal cost of the 5001st lawn
mower.)
72. Marginal revenue. A defense attorney charges her
client $4000 plus $120 per hour. The formula
R
120n
4000 gives her revenue in dollars for
16.5
61. y
2
0
16
15.5
97 98 99 100 101 102 103
Time (hours)
F I G U R E F O R E X E R C I S E 7 2

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