XXXXXXXXXXFlag this Question XXXXXXXXXXFlag this Question XXXXXXXXXXQuestion XXXXXXXXXXpts The average American drinks approximately seven beers per week (mean = 7). Assuming a standard deviation of...

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Question 1 6 pts

The average American drinks approximately seven beers per week (mean = 7). Assuming a standard deviation of 1.5 (SD = 1.5) calculate the corresponding z-scores for the following 6 American’s weekly beer intake.

















Beers per wk


= X




Deviation


= X - M




Z-score


= Deviation / SD



2



?















4



?





















7



?





















11



?





















12



?





















16



?

















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Question 2 5 pts

Find the proportion of scores that are greater than the following Z-scores.








Z = 1.5








Z = 2.86








Z = 0.43








Z = -1.11








Z = 0



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Question 3 5 pts

Find the proportion of scores that are less than the following Z-scores.








Z = -1.5








Z = 1.5








Z = -3.33








Z = .62








Z = 0



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Question 4 3 pts

Find the proportion of scores...








greater than Z = 2.6 and less than Z = -2.6








greater than Z = 1.96 and less than Z = -2.6








greater than Z = 1 and less than Z = -1.5



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Question 5 2 pts

Find the proportion of scores...








between Z = 1.96 and Z = -1.96








between Z = 0 and Z = 1


Answered Same DayOct 12, 2021

Answer To: XXXXXXXXXXFlag this Question XXXXXXXXXXFlag this Question XXXXXXXXXXQuestion XXXXXXXXXXpts The...

Pritam answered on Oct 13 2021
146 Votes
Question 1:
The calculation of the z-scores and the corresponding table:
    Beers per week
    Deviati
on
    Z-score
    2
    -5
    -3.33333
    4
    -3
    -2
    7
    0
    0
    11
    4
    2.666667
    12
    5
    3.333333
    16
    9
    6
Question 2:
    Greater than the z-scores
    Proportions
    1.5
    0.5
    2.86
    0.333333333
    0.43
    0.5
    -1.11
    0.666666667
    0
    0.5
Question 3:
    Less than the z-scores
    Proportions
    -1.5
    0.333333333
    1.5
    0.5
    -3.33
    0.166666667
    0.62
    0.5
    0
    0.333333333
Question 4:
    greater than Z = 2.6 and less than Z = -2.6
    0.666666667
    greater than Z = 1.96 and less than Z = -2.6
    0.666666667
    greater than Z = 1 and less than Z = -1.5
    0.833333333
Question 5:
    between Z = 1.96 and Z = -1.96
    0.166666667
    between...
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