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McDougal Littell Pre-Algebra
Solve the equation. Check your solution.
16. 7 
1. – 9 x – 7  – 34
17.
p
2.   5  9
16
x
 27
5
m
 1  1
2
Solve the equation. Check your solution.
3. 3x  2  – 22
4. 7n  10  9n  18
18.
5
y64
8
1
19. 1 a  29  25
2
5. 18 = 9(x + 2)
6. 5 = 2(x – 1) + 4 - x
7. 2(4x – 4) = x + 4
20. 3x  36
. 9
21. –3.4x – 0.3 = 1.4
8. 3(x + 2) + 3 = 4(x – 4) + 4
9. x + 2 = 5(4x – 1)
Write an inequality to represent the
situation.
10. A sprinter can run the race in more than
11.5 seconds.
11. Thomas can type at most 65 words per
minute.
12. Solve the inequality. Then graph its
solution.
x  3 < 33
.
22. A car-rental company charges a flat fee
of $195 and $0.20 per mile to rent a popular
model of a sports-utility vehicle. If the total
cost to rent the vehicle for a 5-day ski trip
was $495, how many miles were driven?
23. The maximum weight allowed per car on
The Wildcat carnival ride is 280 pounds.
Your friend weighs 140 pounds. To be able
to ride in a car together how much can you
weigh? Write and solve an inequality.
24.
Solve the inequality. Then graph the
solution.
13.
x
3
5
25.
14. – 7 x  63
15. – 3 x  6  15
McDougal Littell, a division of Houghton Mifflin Company
Form 1
Page 5
McDougal Littell Pre-Algebra
[1] 3
[2]  64
[3] –8
[4] –4
[5] 0
[6] 3
12
[7]
7
[8] 21
7
[9]
19
[10] s  115
.
[11] t  65
[12] x < 6.3
6
7
8
9
[13] x  15
5
10
[14] x  –9
15
–10
–5
[15] x  –7
–10
–5
20
0
0
25
5
5
10
10
[16] x  100
–102
–100
–98
–96
–94
[17] m  4
–10
–5
0
5
10
[18] 16
[19] 36
[20] 1.8
[21] -.5
[22] 1500 mi
[23] x  140  280 ; at most 140 pounds
[24] -7/27
[25] 2 1/3 or 7/3
McDougal Littell, a division of Houghton Mifflin Company
Form 1
Page 5