Ch
Practice C
Solving Absolute-Value Equations
Solve each equation.
1. [pic]( [pic] 2. 2[pic]( 0 3. [pic]( 2.5 ( 8
4. [pic]( 6 ( (4 5. (9[pic]( (63 6. [pic]( 0
7. [pic] 8. 3[pic]( (15 9. [pic]( 1.4 ( 6.2
10. [pic]( 11 11. [pic]( 3 ( 0 12. 15 = 7 ( [pic]
Answer each question.
13. A carpenter cuts boards for a construction project. Each board must be 3 meters long, but the length is allowed to differ from this value by at most 0.5 cm. Write and solve an absolute-value equation to find the minimum and maximum acceptable lengths for a board.
14. The owner of a butcher shop keeps the shop’s freezer at (5°C. It is acceptable for the temperature to differ from this value by 1.5°. Write and solve an absolute-value equation to find the minimum and maximum acceptable temperatures.
11. {1}
12. {3}
13. two 14. one
15. none 16. [pic]
14. 64.5(; 71.5(
Practice C
1. [pic] 2. {0}
3. {(10.5, 10.5} 4. (
5. {(7, 7} 6. {(11}
7. [pic] 8. [pic]
9. {(6.6, 8.6} 10. {(8, 3}
11. [pic] 12. [pic]
13. [pic] 0.005; 2.995 m; 3.005 m
14. [pic] 1.5; (6.5(C; (3.5(C
Review for Mastery
1. {(6, 10} 2. {(15, 1}
3. {0, 10} 4. {(3, 3}
5. {2} 6. (
7. ( 8. {(10}
Challenge
1. [pic]
2. yes; possible answer: [pic]
3. [pic]
4. [pic]
5. [pic]
6. [pic]
7. [pic]
8. [pic]
9. [pic]
10. [pic]
Problem Solving
1. [pic]; 69.98 cm; 70.02 cm
2. [pic] = 0.021; 52.979 m; 53.021 m
3. (1 and 11 4. 11.9 cm
5. B 6. G
7. C
Reading Strategies
1. one
2. two
3. none
4. one
5. none
6. two
LESSON 2–7
PRACTICE A
1. 20 2. 58 ft/s
3. $1.05/lb 4. 2.5 pages/min
5. y ( 4 6. x ( 18
7. m ( 2 8. t ( 75
9. b ( (4 10. x ( 1
11. 150 in. 12. 160 mi
Practice B
1. 15 2. $0.49/lb
3. 0.1 cars/min 4. 46.9 ft/s
5. y ( 5 6. x ( (0.4
7. m ( (96 8. t ( [pic]
9. b ( 20 10. x ( 3.5
11. 185 in. 12. 3.7 cm
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LESSON
2-6
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