Suppose that the number of hours that an adult watches in a day has a mean of 2.4 hours and a standard deviation of .7 hours. (Class videos for drawing the diagrams are located in Module 6, 7 and 8). a. Draw a diagram of the distribution according to the empirical rule. Then use that information give ranges for the following values: i. The middle 68% ii. The middle 95% iii. The middle 99.7%

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Suppose that the number of hours that an adult watches in a day has a mean of 2.4 hours and a
standard deviation of .7 hours. (Class videos for drawing the diagrams are located in Module 6,
7 and 8).
Draw a diagram of the distribution according to the empirical rule. Then use that
information give ranges for the following values:
i. The middle 68%
ii. The middle 95%
ii. The middle 99.7%
Use your diagram to answer the following questions.
i. What percentage of adults watch between 1 and 2.4 hours of TV a day? Show
your work and be exact.
ii. What percentage of adults watch more than 3.1 hours of TV a day? Show your
work and be exact.
For the following problems, you should use a calculator or Statcrunch.
i. What is the probability that an adult watches more than 3.5 hours in a day?
Calculate the z-score. Draw a diagram, as I have done in the class videos. It
should be hand drawn. And then you may use technology to find the
probability.
ii. What is the probability that a person watches between 2 and 3 hours of TV a
day? Write the probability notation. Calculate the z-score. Draw a diagram, as I
have done in the class videos. It should be hand drawn. And then you may use
technology to find the probability.
iii. What is the 40th percentile for the number of hours an adult watches TV in a
day?
Transcribed Image Text:Suppose that the number of hours that an adult watches in a day has a mean of 2.4 hours and a standard deviation of .7 hours. (Class videos for drawing the diagrams are located in Module 6, 7 and 8). Draw a diagram of the distribution according to the empirical rule. Then use that information give ranges for the following values: i. The middle 68% ii. The middle 95% ii. The middle 99.7% Use your diagram to answer the following questions. i. What percentage of adults watch between 1 and 2.4 hours of TV a day? Show your work and be exact. ii. What percentage of adults watch more than 3.1 hours of TV a day? Show your work and be exact. For the following problems, you should use a calculator or Statcrunch. i. What is the probability that an adult watches more than 3.5 hours in a day? Calculate the z-score. Draw a diagram, as I have done in the class videos. It should be hand drawn. And then you may use technology to find the probability. ii. What is the probability that a person watches between 2 and 3 hours of TV a day? Write the probability notation. Calculate the z-score. Draw a diagram, as I have done in the class videos. It should be hand drawn. And then you may use technology to find the probability. iii. What is the 40th percentile for the number of hours an adult watches TV in a day?
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