The following data represent the duration of eruptions (in seconds) for a random sample of 10 eruptions of the "Old Faithful" geyser in Yellowstone National Park. 105 119 97 108 125 118 88 107 97 113 a. Assuming all of the necessary conditions are satisfied, create a 96% confidence interval for the mean/average duration of all of Old Faithful's eruptions. (To show your work: Write down which calculator/program you are using and what values you are entering into the calculator.) b. Briefly describe the meaning of your interval from part (b). c. In general, if the size of the sample is increased, will the margin of error become larger, smaller, or stay approximately the same?

The following data represent the duration of eruptions (in seconds) for a random sample of 10 eruptions of the "Old Faithful" geyser in Yellowstone National Park. 105 119 97 108 125 118 88 107 97 113 a. Assuming all of the necessary conditions are satisfied, create a 96% confidence interval for the mean/average duration of all of Old Faithful's eruptions. (To show your work: Write down which calculator/program you are using and what values you are entering into the calculator.) b. Briefly describe the meaning of your interval from part (b). c. In general, if the size of the sample is increased, will the margin of error become larger, smaller, or stay approximately the same?

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Description: The following data represent the duration of eruptions (in seconds) for a randomsample of 10 eruptions of the "Old Faithful" geyser in Yellowstone National Park.105119971081251188810797113a. Assuming all of the necessary conditions are satisfied, cr

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Question

The following data represent the duration of eruptions (in seconds) for a random
sample of 10 eruptions of the "Old Faithful" geyser in Yellowstone National Park.
105
119
97
108
125
118
88
107
97
113
a. Assuming all of the necessary conditions are satisfied, create a 96% confidence
interval for the mean/average duration of all of Old Faithful's eruptions.
(To show your work: Write down which calculator/program you are using and
what values you are entering into the calculator.)
b. Briefly describe the meaning of your interval from part (b).
c. In general, if the size of the sample is increased, will the margin of error become
larger, smaller, or stay approximately the same?

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