Marc is waiting for a tram. If X is the amount of time before the next tram arrives, and X is uniform with values between 6 and 18 minutes, then what is the average (mean) time and the approximate standard deviation for how long he will wait? Select the correct answer below: Mean is 14 minutes; standard deviation is 12.0 minutes Mean is 12 minutes; standard deviation is 12.0 minutes Mean is 14 minutes; standard deviation is 3.5 minutes Mean is 12 minutes; standard deviation is 3.5 minutes Mean is 14 minutes; standard deviation is 2.4 minutes

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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Marc is waiting for a tram. If X is the amount of time before the next tram arrives, and X is uniform with values between 6
and 18 minutes, then what is the average (mean) time and the approximate standard deviation for how long he will wait?
Select the correct answer below:
Mean is 14 minutes; standard deviation is 12.0 minutes
Mean is 12 minutes; standard deviation is 12.0 minutes
Mean is 14 minutes; standard deviation is 3.5 minutes
Mean is 12 minutes; standard deviation is 3.5 minutes
Mean is 14 minutes; standard deviation is 2.4 minutes
Transcribed Image Text:Marc is waiting for a tram. If X is the amount of time before the next tram arrives, and X is uniform with values between 6 and 18 minutes, then what is the average (mean) time and the approximate standard deviation for how long he will wait? Select the correct answer below: Mean is 14 minutes; standard deviation is 12.0 minutes Mean is 12 minutes; standard deviation is 12.0 minutes Mean is 14 minutes; standard deviation is 3.5 minutes Mean is 12 minutes; standard deviation is 3.5 minutes Mean is 14 minutes; standard deviation is 2.4 minutes
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