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Statistics Practice Test

32 questions from 16 lessons · 100 minutes · percent score and grade · step-by-step answers

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Formulas: the Statistics formula sheet.

  1. 1 Question 1

    Bar chart: Mon 5, Tue 3, Wed 7; how many in all

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  2. 2 Question 2

    Dot plot of 3, 5, 4, 6, 5, 7, 5, 4, 6, 5, 8, 5; how many are 6 or more

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  3. 3 Question 3

    Histogram of 12, 25, 31, 18, 27, 22, 35, 29, 15, 24 classes of 10; how many are 20 or more

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  4. 4 Question 4

    Histogram of 72, 85, 91, 68, 77, 83, 95, 79, 88, 74, 81, 86, 69, 92 classes of 10; how many are 80 or more

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  5. 5 Question 5

    Find the mean of grouped data 0-10: 3, 10-20: 7, 20-30: 6, 30-40: 4.
    1. A) mean ≈ 20
    2. B) mean ≈ 5
    3. C) mean ≈ 102.5
    4. D) mean ≈ 20.5

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  6. 6 Question 6

    Find the mean of grouped data 0-1: 5, 1-2: 8, 2-3: 4, 3-4: 3.

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  7. 7 Question 7

    Histogram: class 20-40 has frequency density 1.5, find the frequency
    1. A) −30
    2. B) 32
    3. C) 30
    4. D) 20

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  8. 8 Question 8

    Histogram: class 40-100 has frequency density 0.25, find the frequency
    1. A) 14
    2. B) 60
    3. C) −1500
    4. D) 15

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  9. 9 Question 9

    Calculate 50th percentile of 3, 5, 6, 8, 9, 12, 15

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  10. 10 Question 10

    Percentile of 30 in 30, 25, 18, 30, 40, 35, 22, 30, 28, 45, 33, 20

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  11. 11 Question 11

    Cumulative frequency: 0-10: 4, 10-20: 9, 20-30: 15, 30-40: 8, 40-50: 4, find the median
    1. A) −247
    2. B) 24.7
    3. C) −24.7
    4. D) −2.47

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  12. 12 Question 12

    Cumulative frequency: 20-40: 10, 40-60: 30, 60-80: 25, 80-100: 15, find the lower quartile

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  13. 13 Question 13

    Outliers in 2, 15, 17, 18, 20, 21, 23, 45
    1. A) 2
    2. B) 45
    3. C) 2 and 45

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  14. 14 Question 14

    Outliers in 0, 10, 11, 12, 13, 14, 15, 16, 30

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  15. 15 Question 15

    Population standard deviation of 4, 8, 6, 5, 7
    1. A) SD ≈ 6
    2. B) SD ≈ 1.4
    3. C) SD ≈ 14
    4. D) SD ≈ 2

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  16. 16 Question 16

    Sample standard deviation of 48, 52, 50, 46, 54

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  17. 17 Question 17

    Scatter plot (1, 2) (2, 4) (3, 5) (4, 4) (5, 7) (6, 8)
    1. A) Positive correlation
    2. B) Negative correlation
    3. C) No correlation

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  18. 18 Question 18

    Scatter plot height vs shoe size: (150, 36) (155, 38) (160, 39) (165, 41) (170, 42) (175, 44)
    1. A) Positive correlation
    2. B) Negative correlation
    3. C) No correlation

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  19. 19 Question 19

    Correlation coefficient of (1, 2) (2, 4) (3, 6) (4, 8) (5, 10)
    1. A) r = 20
    2. B) r = 120
    3. C) r = 3
    4. D) r = 1

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  20. 20 Question 20

    Correlation coefficient of (2, 3) (3, 6) (5, 4) (6, 9) (9, 8)

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  21. 21 Question 21

    Line of best fit (1, 2) (2, 4) (3, 5) (4, 4) (5, 7)

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  22. 22 Question 22

    Line of best fit (10, 50) (20, 45) (30, 42) (40, 30) (50, 28), predict x = 60

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  23. 23 Question 23

    Line of best fit y = 2x + 1, point (3, 8), find the residual

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  24. 24 Question 24

    Line of best fit y = −x + 6, point (1, 3), find the residual

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  25. 25 Question 25

    Scatterplot (0, 2) (1, 4) (2, 8) (3, 16) (4, 32): linear or exponential
    1. A) Linear
    2. B) Exponential

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  26. 26 Question 26

    Scatterplot (0, 1.5) (1, 3) (2, 6.1) (3, 11.9) (4, 24.2): linear or exponential
    1. A) Linear
    2. B) Exponential

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  27. 27 Question 27

    Normal mean 50 sd 5, percent between 45 and 55
    1. A) 68%
    2. B) 6800%
    3. C) 0.15%
    4. D) 34%

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  28. 28 Question 28

    Normal mean 160 sd 7, percent between 153 and 174

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  29. 29 Question 29

    Calculate z-score of 62, mean 50, sd 8
    1. A) 1.5
    2. B) 55.75
    3. C) 15
    4. D) −1.5

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  30. 30 Question 30

    Find the value with z = 2.5, mean 150, sd 12.

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  31. 31 Question 31

    A survey says 52% with a margin of error of 3%. Is 50% a plausible value?
    1. A) Yes
    2. B) No

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  32. 32 Question 32

    The mean in a sample is 12.6 with a margin of error of 1.2. Is 14 a plausible value for the mean?
    1. A) Yes
    2. B) No

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