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Questions
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Question at position 19 Frank hosts a listening party for his newest album. After the guests listen to his songs, he asks them to rate how much they enjoyed the music. He’s curious if this sample of 64 listeners’ rating of his new album is similar to his previous albums. He knows that the population mean enjoyment for his other albums is μ = 96 (out of 100), with a standard deviation of σ = 4. In order to do that, he first needs to calculate the standard error. Based on the information given, what should he get for the standard error? Printed Blank[input]Question Blank 1 of 2[input] Frank’s record label has been upset with him for how long it has taken for him to release his newest album. He wants to go to his record label and show them that it was worth the wait and give them a range of values within which he’s confident that the population mean level of enjoyment is estimated to fall. His sample of 64 listeners gave an average rating of 88 (x̄ = 88) out of 100. Calculate the 95% confidence interval (you may need to use your calculation from the part above). Printed Blank[input]Question Blank 2 of 2[input].41.5.47.43[78.02, 90.78][87.02, 88.98][86.71, 87.08][86.71, 89.29]

Options
A.0.5
B.
C.
D.
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Approach Analysis
To start, we identify the two parts of the problem: first, the standard error with known population sigma, and second, the 95% confidence interval using that standard error. Option 1 (0.5): This value represents the standard error, computed as sigma divided by the square root of n. Given sigma = 4 and n = 64, ......Login to view full explanation

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