5.20 In a USA Today Snapshot (June 1,2009), the follow- ing statistics were reported on the number of hours of sleep that adults get. Number of Hours Percentage 5 or less 6 7. 12% 29% 37% 24% 8 or more Source: StrategyOne survey for Tempur-Pedic of 1004 adults in April a. Are there any other values that the number of hours can attain? b. Explain why the total of the percentages is not 100%. Is this a discrete probability distribution? Is it a probability distribution? Explain. с.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
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ISBN:9780547587776
Author:HOLT MCDOUGAL
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Chapter11: Data Analysis And Probability
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5.20 In a USA Today Snapshot (June 1,2009), the follow-
ing statistics were reported on the number of hours of
sleep that adults get.
Number of Hours
Percentage
5 or less
6.
7
12%
29%
37%
24%
8 or more
Source: StrategyOne survey for Tempur-Pedic of
1004 adults in April
a. Are there any other values that the number of
hours can attain?
b. Explain why the total of the percentages is not
100%.
Is this a discrete probability distribution? Is it a
probability distribution? Explain.
с.
Transcribed Image Text:5.20 In a USA Today Snapshot (June 1,2009), the follow- ing statistics were reported on the number of hours of sleep that adults get. Number of Hours Percentage 5 or less 6. 7 12% 29% 37% 24% 8 or more Source: StrategyOne survey for Tempur-Pedic of 1004 adults in April a. Are there any other values that the number of hours can attain? b. Explain why the total of the percentages is not 100%. Is this a discrete probability distribution? Is it a probability distribution? Explain. с.
5.10 A USA Today Snapshot titled "What women
splurge' on" (July 21, 2009) reported that 34% of
women said "shoes"; 22% said "handbags"; 15% said
"work clothing"; 12% said “formal wear"; and 10% said
"jewelry."
a. What is the variable involved, and what are the pos-
sible values?
b. Why is this variable not a random variable?
Transcribed Image Text:5.10 A USA Today Snapshot titled "What women splurge' on" (July 21, 2009) reported that 34% of women said "shoes"; 22% said "handbags"; 15% said "work clothing"; 12% said “formal wear"; and 10% said "jewelry." a. What is the variable involved, and what are the pos- sible values? b. Why is this variable not a random variable?
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