In 2018, the commute times to work in Horry county had a mean of 22.3 minutės. Suppose that the distribution of these commute times is symmetric and bell-shaped with a standard deviation of 1 minute. The middle 95% of commute times to work in Horry county (2018) would fall between approximately Select one: a. 19.3 and 25.3 minutes b. 20.3 and 24.3 minutes C. 21.3 and 23.3 minutes d. 22.1 and 22.5 minutes

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d. Range
In 2018, the commute times to work in Horry county
had a mean of 22.3 minutės. Suppose that the
distribution of these commute times is symmetric
and bell-shaped with a standard deviation of 1
minute.
The middle 95% of commute times to work in Horry
county (2018) would fall between approximately
Select one:
a. 19.3 and 25.3 minutes
b. 20.3 and 24.3 minutes
c. 21.3 and 23.3 minutes
d. 22.1 and 22.5 minutes
In 2018, the commute times to work in Horry county
had a mean of 22.3 minutes. Suppose that the
distribution of these commute times is symmetric
and bell-shaped with a standard deviation of 1
Transcribed Image Text:Moodle Help Library English (en_us) s Faculty Course Request Request Services. d. Range In 2018, the commute times to work in Horry county had a mean of 22.3 minutės. Suppose that the distribution of these commute times is symmetric and bell-shaped with a standard deviation of 1 minute. The middle 95% of commute times to work in Horry county (2018) would fall between approximately Select one: a. 19.3 and 25.3 minutes b. 20.3 and 24.3 minutes c. 21.3 and 23.3 minutes d. 22.1 and 22.5 minutes In 2018, the commute times to work in Horry county had a mean of 22.3 minutes. Suppose that the distribution of these commute times is symmetric and bell-shaped with a standard deviation of 1
Expert Solution
Step 1

Solution:

Let X be the commute time.

From the given information, X follows normal distribution with mean µ=22.3 minutes and a standard deviation σ=1 minute.

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