Multiple Choice
Identify the choice that best completes the
statement or answers the question.
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1.
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Problem Solving – RIT 221 –
230
1. 2, 9, 7, 14, 12, ___, ___
What are the missing numbers?
a. | 8, 10 | d. | 3, 5 | b. | 5, 3 | e. | 17, 19 | c. | 5,
7 |
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2.
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Yuko’s pen pal in England said her backyard was 50 meters wide.
In
customary measurement that is about 150 _____.
a. | Feet | d. | Centimeters | b. | Yards | e. | Miles | c. | Inches |
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3.
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Use a proportion to solve.
If four all weather tires cost $903.80, how much
would 1 tire cost?
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4.
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Write an equation you would use to solve the problem?
On a winter day it was
–10F at 6:00 A.M. The temperature rose 25 during
the day. What was the high
temperature?
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5.
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 Which statement is true?
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6.
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Interest formula: I = prt
Using the interest formula, how much interest is
charged on a 30 year,
$100,000 house loan at 6%?
a. | $6,000 | d. | $180,000 | b. | $27,000 | e. | $300,000 | c. | $30,000 |
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7.
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Estimate the solution to the following problem.
The times for John’s
100m dash season are: 12.9, 13.2, 10.9, 13.5, 12.0,
and 11.8. What is a good estimate of
John’s average time?
a. | 18.9 | d. | 10.0 | b. | 15.0 | e. | 11.1 | c. | 12.5 |
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8.
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A bag containing 100 M&M’s contains 23 red, 54 brown, 15 yellow, and
8
orange candies. What is the probability of getting a yellow M&M?
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9.
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Statistics/Probability and Graphing –
Graphing – RIT 211 – 220
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10.
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a. | –4, 4, -1, 3 | d. | –4, -3, 1, 2 | b. | –1, -4, 3, 4 | e. | –4, -1, 2, 3 | c. | 4, 3, -1,
-4 |
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11.
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 Kali chooses her clothing using the tree diagram above.
How many possible choices for clothing does she have?
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12.
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Statistics/Probability and Graphing –
Graphing – RIT 221 – 230
The graph shows the number of people who went on
various rides during one hour at an amusement park. 
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13.
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a. | (2, -4) | d. | (-3, 4) | b. | (3, -4) | e. | (-4, -3) | c. | (-3,-4) |
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14.
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Statistics/Probability and Graphing –
Probability and Prediction –
RIT 221 – 230
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15.
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Statistics/Probability and Graphing –
Statistics – RIT 221 – 230
Compute the mean, median, and mode for the
following set of data:
7, 6, 2, 2, 3, 2, 7, 3
a. | mean = 4; median = 2; mode = 3 | d. | mean = 4; median = 3; mode =
2 | b. | mean = 32; median = 3; mode = 2 | e. | mean = 32; median = 6; mode =
8 | c. | mean = 8; median = 6; mode = 7 |
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