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Algebra 1 Chapter 3 Review
Test Description: Linear Equations, and Slope
Instructions: Answer all questions to get your test result.
1) In 1994, school lunch at Rockwell High School was $1.20. In 1999, the cost increased to $2.25. Find the annual rate of change in the price for school lunch from 1994 to 1999.
A
$0.18 per year
B
$1.05 per year
C
$0.21 per year
D
$0.20 per year
2) A television repair shop charges $35 plus $20 per hour. Write a linear equation to model the situation.
A
C=25+30h
B
h=35+20C
C
C=20+35h
D
C=35+20h
3) Find the slope of the line through the points (4, 2) and (0, 8)
A
-2/3
B
3/2
C
2/3
D
-3/2
4) The temperature is 38° and is expected to rise at a rate of 3° per hour. Write a linear equation to model the situation.
A
h=38+3T
B
T=38-3h
C
T=38+3h
D
T=3+38h
5) A taxi driver charges $5 plus $0.30 per mile. Write a linear equation to model the situation.
A
m=5+0.3C
B
C=5-0.3m
C
C=5+0.3m
D
C=0.3+5m
6) Find the slope of the line through the points (-16, 16) and (-15, 16)
A
undefined
B
1
C
0
D
-1
7) Mr. Collins is building a fence around his yard. He already has 25 sections up and plans to add 8 sections each Saturday until he is finished. Find the total number of fence sections standing after 15 Saturdays.
A
145 sections
B
383 sections
C
105 sections
D
125 sections
8) Solve: x - 4= -8
A
-12
B
-3
C
4
D
-4
9) Solve: x - 9 = -2
A
8
B
-7
C
7
D
-11
10) Solve: 4x + 19 = 31
A
12.5
B
3
C
-11.25
D
-3
11) Solve: 2x + 19 = 57
A
-19
B
19
C
9.5
D
38
12) Solve: -6x + 16 = -2
A
-2.33
B
3
C
-3
D
-15.67
13) Solve: 6x - 8 = 28
A
-6
B
3.33
C
12.67
D
6
14) Solve: 3x - 5 = 13
A
2.67
B
6
C
9.33
D
-6
15) Solve: -6p = 300
A
-50
B
-52
C
-1800
D
50
16) Solve: 7z + 20 = 9z - 14
A
-17
B
17
C
-3
D
-2.125
17) Solve: 2x - 15 = 7x + 20
A
-1
B
3.89
C
7
D
-7
18) Solve: 9 = 3(9c + 3)
A
0.66
B
0
C
0.22
D
1
19) Solve: x + 34 = 7
A
-27
B
27
C
-26
D
41
20) Solve: x + 19 = -33
A
-51
B
52
C
-14
D
-52
*select an answer for all questions
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