Multiple Choice Identify the
choice that best completes the statement or answers the question.
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1.
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Solve the linear equation  for x.
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2.
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Tickets for a college baseball game are  for lower
level seats and  for upper level seats. For a particular game,
 lower level seats were sold. The total
revenue from the ticket sales was  . How many upper level seats were
sold?
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3.
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The sum of 5 consecutive odd integers is  . Find the 5
integers.
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4.
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Solve the equation  for x. Round your answer to two
decimal places.
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5.
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A grocer wishes to mix two kinds of nuts costing $2.41 per pound and $3.65 per
pound to make a 248 pounds of mixed nuts costing $2.51 per pound. To determine the number of pounds
of the $2.41 per pound nuts in the mixture, solve for x in the equation  .
How many pounds of the $2.41 per pound nuts should be included in the mixture?
a. | pounds | b. |
pounds | c. | pounds | d. |
pounds | e. | pounds |
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6.
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Convert  % to a decimal.
a. | 0.068 | b. | 0.0068 | c. | 0.68 | d. | 6.8 | e. | 68 |
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7.
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Complete the table showing the equivalent forms of a percent. Reduce fractions
to simplest form. Percent | Parts out of 100 | Decimal | Fraction | | | | | | | | |
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8.
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Write the ratio 26 to 24 as a fraction in simplest form.
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9.
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Find a ratio that compares the relative sizes of the quantities.
130
centimeters to 9 meters
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10.
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Find the unit price (in dollars per ounce) if a 21-ounce can of pineapple costs
$3.36.
a. | $0.21 per ounce | b. | $0.23 per ounce | c. | $0.16 per
ounce | d. | $0.18 per ounce | e. | $0.19 per ounce |
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11.
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Which item(s) has the lowest unit price? Item 1 | An 8-ounce package of butter for $1.2 | Item 2 | An 18-ounce package of butter for $2.16 | Item 3 | A 4-ounce package of butter for $9.6 | | |
a. | both Item 1 and Item 3 | b. | Item 3 | c. | Item
2 | d. | Item 1 | e. | all three items have equal unit
prices |
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12.
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If an object traveled 230 miles at a rate of 25 miles per hour, how long (in
hours) did it take to travel this distance?
a. | 9.7 hours | b. | 0.11 hour | c. | 5750
hours | d. | 9.2 hours | e. | 7.7 hours |
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13.
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Graph the inequality  or  .
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14.
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Determine whether the inequalities  and 
are equivalent.
a. | equivalent | b. | not equivalent |
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15.
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Solve the inequality: 
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16.
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You have  budgeted for a Spring Break trip. The hotel
costs for the trip will be  . To stay within budget, all other costs must
total no more than what amount?
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17.
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Transform the absolute value equation  into two linear
equations.
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18.
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Determine if  is a solution to  .
a. | is a solution. | b. |
is not a solution. |
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19.
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Match the inequality  with its graph.
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20.
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Write an absolute value inequality that represents the verbal statement,
"The set of all real numbers x whose distance from 0 is less than  .”
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