A doctor is researching the effects of "too much text messaging" on a group of teenagers. He has already shown that the average number of text messages sent per day by teenagers is 312 with a standard deviation of 125.   He wants to know how many text messages separate the the lowest 15% from the highest 85% in a sampling distribution of 144 teenagers. Use Excel to calculate this. Round x¯  to the nearest whole number.

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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A doctor is researching the effects of "too much text messaging" on a group of teenagers. He has already shown that the average number of text messages sent per day by teenagers is 312 with a standard deviation of 125.  

He wants to know how many text messages separate the the lowest 15% from the highest 85% in a sampling distribution of 144 teenagers. Use Excel to calculate this.

Round x¯  to the nearest whole number. 

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A doctor is researching the effects of "too much text messaging" on a group of teenagers. He has already shown that the
average number of text messages sent per day by teenagers is 312 with a standard deviation of 125.
He wants to know how many text messages separate the the lowest 15% from the highest 85% in a sampling distribution
of 144 teenagers. Use Excel to calculate this.
Round z to the nearest whole number.
Provide your answer below:
|text messages
хE
Transcribed Image Text:Question A doctor is researching the effects of "too much text messaging" on a group of teenagers. He has already shown that the average number of text messages sent per day by teenagers is 312 with a standard deviation of 125. He wants to know how many text messages separate the the lowest 15% from the highest 85% in a sampling distribution of 144 teenagers. Use Excel to calculate this. Round z to the nearest whole number. Provide your answer below: |text messages хE
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