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The U.S. national average door-to-doctor wait time for patients to see a doctor is 21.3 minutes. Suppose that such wait times are normally distributed with a standard deviation of 6.7 minutes.
Denote the random variable in this problem by X. What is X?
Select one:
a. between 6.7 and 21.3 minutes
b. 6.7 minutes
c. 21.3 minutes
d. Door-to-doctor wait times
Unfortunately, some patients will have to wait much longer than the mean to see the doctor.
In the current problem, 3% of patients have to wait at least --------- minutes to see a doctor. Your answer must be rounded to 1 decimal point and please do not add the word "minutes". If you add "minutes", it will be graded wrong even if it may be correct.
Answer:-
d. Door-to-doctor wait times
Unfortunately, some patients will have to wait much longer than the mean to see the doctor.
please use this google drive link to download the answer file.
https://drive.google.com/file/d/17yHK0AC_HSqWo_RbTtLqronnb89VoFhX/view?usp=sharing
note: if you have any trouble in viewing/downloading the answer from the given link, please use this below guide to understand the whole process.
https://helpinhomework.org/blog/how-to-obtain-answer-through-google-drive-link
In the current problem, 3% of patients have to wait at least 33.9 minutes.