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Algebra 1 - 1st Semester (Post Test)

Multiple Choice
Identify the letter of the choice that best completes the statement or answers the question.
 
 
Graph the equation.
 

 1 

y = –1
A
mc001-1.jpg
C
mc001-3.jpg
B
mc001-2.jpg
D
mc001-4.jpg
 

 2 

x = 1
A
mc002-1.jpg
C
mc002-3.jpg
B
mc002-2.jpg
D
mc002-4.jpg
 
 
Graph the linear equation.
 

 3 

y = x + 4
A
mc003-1.jpg
C
mc003-3.jpg
B
mc003-2.jpg
D
mc003-4.jpg
 

 4 

y = mc004-1.jpgx – 5
A
mc004-2.jpg
C
mc004-4.jpg
B
mc004-3.jpg
D
mc004-5.jpg
 
 
Solve the equation.
 

 5 

mc005-1.jpgx – 4 = 6
A
mc005-2.jpg
B
mc005-3.jpg
C
mc005-4.jpg
D
mc005-5.jpg
 

 6 

–3 = a – 57
A
–60
B
–54
C
60
D
54
 

 7 

mc007-1.jpgx = 24
A
30
B
44
C
20
D
36
 

 8 

49 – 16 + 8k = 121
A
11
B
13
C
10
D
–11
 

 9 

3(y + 3) = 36
A
9
B
–15
C
15
D
8
 

 10 

4x + 8 = 3x + 2
A
–1
B
–4
C
–7
D
–6
 
 
Solve the inequality. Then graph your solution.
 

 11 

mc011-1.jpg
A
mc011-2.jpg
mc011-3.jpg
C
mc011-6.jpg
mc011-7.jpg
B
mc011-4.jpg
mc011-5.jpg
D
mc011-8.jpg
mc011-9.jpg
 

 12 

mc012-1.jpg
A
mc012-2.jpg
mc012-3.jpg
C
mc012-6.jpgmc012-7.jpg
B
mc012-4.jpgmc012-5.jpg
D
mc012-8.jpg
mc012-9.jpg
 

 13 

mc013-1.jpg
A
mc013-2.jpgmc013-3.jpg
C
mc013-6.jpgmc013-7.jpg
B
mc013-4.jpg
mc013-5.jpg
D
mc013-8.jpg
mc013-9.jpg
 

 14 

–8x < –16
A
x < 2
mc014-1.jpg
C
x > –8
mc014-3.jpg
B
x > 2
mc014-2.jpg
D
x < –8
mc014-4.jpg
 

 15 

mc015-1.jpg
A
mc015-2.jpgmc015-3.jpg
C
mc015-6.jpg
mc015-7.jpg
B
mc015-4.jpg
mc015-5.jpg
D
mc015-8.jpg
mc015-9.jpg
 
 
Graph the inequality.
 

 16 

d < 2
A
mc016-1.jpg
C
mc016-3.jpg
B
mc016-2.jpg
D
mc016-4.jpg
 
 
Use the Distributive Property to rewrite each expression.
 

 17 

mc017-1.jpg
A
mc017-2.jpg
C
mc017-4.jpg
B
mc017-3.jpg
D
mc017-5.jpg
 

 18 

mc018-1.jpg
A
mc018-2.jpg
C
mc018-4.jpg
B
mc018-3.jpg
D
mc018-5.jpg
 
 
Solve each equation. Check your solution.
 

 19 

mc019-1.jpg
A
mc019-2.jpg
C
mc019-4.jpg
B
mc019-3.jpg
D
mc019-5.jpg
 
 
Solve each inequality. Check your solution.
 

 20 

16.2 £ b + 3.1
A
19.3 £ b
C
13.1 < b
B
13.1 £ b
D
19.3 < b
 

 21 

Solve the perimeter formula for an isosceles triangle, mc021-1.jpg, for b.
A
mc021-2.jpg
B
mc021-3.jpg
C
mc021-4.jpg
D
mc021-5.jpg
 

 22 

What percent of 25 is 6?
A
24%
B
2.4%
C
13.2%
D
41.7%
 

 23 

60% of 70 is what number?
A
4
B
21
C
11
D
42
 

 24 

25% of what number is 28?
A
112
B
11
C
187
D
80
 

 25 

A golf club plans a trip to Hawaii, and 70 members are going. If this is 50% of the club’s members, how many members are in the club?
A
35 members
B
350 members
C
140 members
D
280 members
 
 
Find the slope of the line.
 

 26 

mc026-1.jpg
A
mc026-2.jpg
B
mc026-3.jpg
C
mc026-4.jpg
D
mc026-5.jpg
 

 27 

mc027-1.jpg
A
mc027-2.jpg
B
mc027-3.jpg
C
mc027-4.jpg
D
mc027-5.jpg
 
 
Find the slope of the line that passes through the pair of points.
 

 28 

(3, 5), (8, 1)
A
mc028-1.jpg
B
mc028-2.jpg
C
mc028-3.jpg
D
mc028-4.jpg
 
 
State whether the slope is 0 or undefined.
 

 29 

mc029-1.jpg
A
undefined
B
0
 

 30 

mc030-1.jpg
A
undefined
B
0
 
 
Find the slope of the line through the pair of points.
 

 31 

A(–8, 2), M(5, 2)
A
0
B
mc031-1.jpg
C
mc031-2.jpg
D
undefined
 

 32 

Solve for mc032-1.jpg:  2(mc032-2.jpgmc032-3.jpg 3) = 3mc032-4.jpg + 1
A
mc032-5.jpg1
C
mc032-7.jpg4
B
mc032-6.jpg3
D
mc032-8.jpg7
 

 33 

The formula mc033-1.jpg = 5/9 (F-32) describes the relationship between the temperature in degrees Celsius, mc033-2.jpg, and the temperature in degrees Fahrenheit, mc033-3.jpg.  Solve the formula for mc033-4.jpg.
A
F = 9/5 (C + 32)
C
F = 9C - 32
B
F = 9C + 32
D
F = 9/5 C + 32
 

 34 

The formula mc034-1.jpg describes the distance, mc034-2.jpg, in terms of the rate of travel, mc034-3.jpg, and time, mc034-4.jpg.  Solve the formula for mc034-5.jpg.
A
mc034-6.jpg
C
mc034-8.jpg
B
mc034-7.jpg
D
mc034-9.jpg
 

 35 

The formula mc035-1.jpg describes the perimeter, mc035-2.jpg, in terms of the length of a side, mc035-3.jpg, and the width of a side, mc035-4.jpg.  Solve the formula for mc035-5.jpg.
A
mc035-6.jpg
C
mc035-8.jpg
B
mc035-7.jpg
D
mc035-9.jpg
 

 36 

The formula mc036-1.jpg=mc036-2.jpg describes the area of a triangle, mc036-3.jpg, in terms of the length of the base, mc036-4.jpg, and the height, mc036-5.jpg.  Solve the formula for mc036-6.jpg.
A
mc036-7.jpg
C
mc036-9.jpg
B
mc036-8.jpg
D
mc036-10.jpg
 



 
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