Allied American Mat120 Module 2 Check Your Understanding

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Question Points
1. Graph the inequality on a real number line. –4 < x < 1
a.
b.
c.
d.
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2. Solve.
a. 16
b. –16
c. 2
d. –2
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3. Solve. |2x + 7| = 5
a. –1, –6
b. –1, 6
c. 1, –6
d. 1, 6
.
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4. Rewrite the interval in inequality notation. (–3, ?)
a. x > –3
b. x < –3
c. x < –3
d. x > –3
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5. Solve. 6x + 6 = 2x – 10
a. –5
b. –4
c. –3
d. –2
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6. Solve. Write the answer in interval notation. |12 – 5x| < 22
a. (?, -2) ( , ?)
b. (-?, - ) (2, ?)
c. (-2, )
d. (- , 2)
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7. Write as an absolute value inequality. x is more than 9 units from 5.
a. |x – 5| > 9
b. |x – 5| > 9
c. |x + 5| > 9
d. |x + 5| > 9
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8. Solve. 5(x + 9) + 7x = 8x + 1
a. –11
b. 5
c. 11
d. -9
.
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9. Write as a single interval, if possible. (–2, 4] [0, 5)
a. (–2, 5)
b. [0, 4]
c. (–2, 4]
d. [0, 5)
.
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10. Solve. 4(x – 2) + 6x = 12
a.
b.
c. 1
d. 2
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11. Solve.
a. (-?, -75] [-15, ?)
b. (-?, 15] [75, ?)
c. [-75, -15]
d. [15, 75]
\
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12. Solve and graph. 0.8(x + 9) > 0.5x + 6.3
a.
b.
c.
d.
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13. Solve and graph. 3x + 6 > x + 8
a.
b.
c.
d.
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14. Solve. |x + 12| = 2x + 1
a. 11
b. -
c. 11, -
d. 11,
0
15. Solve. |x – 2| = 7
a. 9, 5
b. 9, –5
c. –9, –5
d. –9, 5
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16. Solve. Write the solution in interval notation. |x + 10| > 3
a. (–?, –13) (–7, ?)
b. (–?, –13] [–7, ?)
c. (–13, –7)
d. [–13, –7]
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17. A musician is planning to market a CD. The fixed costs are $560 and the variable costs are $4 per CD. The wholesale price of the CD will be $8. For the artist to make a profit, revenues must be greater than costs. How many CDs, x, must be sold for the musician to break even?
a. x = 170
b. x = 140
c. x = 190
d. x = 200
LO2E:Write and solve a single variable linear equation or inequality to solve a real-world problem.
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18. Solve.
a. –5
b. 5
c. 2
d. No solution
LO2A:Solve single-variable linear equations.
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19. Solve and graph. –3x > 3
a.
b.
c.
d.
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20. How much pure antifreeze must be added to 12 gallons of 20% antifreeze to make a 40% antifreeze solution?
a. 2 gallons
b. 4 gallons
c. 6 gallons
d. 8 gallons
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Solution: Allied American Mat120 Module 2 Check Your Understanding (