00:01
So we have a customer service company wants to know if their support agents are performing on par.
00:08
And according to a report, the standard mean resolution time should be 20 minutes per ticket.
00:17
And we have a group was taken that consists of 25 people.
00:24
And they had a mean of 21 minutes with a standard deviation of 7.
00:31
And we want to know, can we tell if the company is slower or not? and so it says, write the data summary of the information.
00:40
And now we want to know if it's slower.
00:42
So we're going to assume that the mean is still 20.
00:46
And alternately, that it's taking them longer, because they're slower, than 20 minutes.
00:57
And then we want to use an alpha level of 0 .05.
01:01
Now next, it says, which commands in these? that i'm going to have to leave for you.
01:08
You will be using a t -distribution.
01:11
And you'll have to use how you use your stat crunches up to you.
01:15
And so i'm going to input this into my calculator as a t -test.
01:25
And so i'm going to go to stat and test, t -test.
01:28
And i'm going to use statistics and tell it the mean is 20.
01:32
The x -bar is that 21.
01:37
And the standard deviation is 7.
01:40
And that sample size was 25.
01:42
And we are doing a greater than test...