a) Based on the probability of an error provided in the quality summary under call quality using a sample size of 15, predict the probability of both < 2 errors or errors using the correct discrete probability distribution. Assume calls are either correct or incorrect.
b) Using the call time mean and standard deviation from the quality sample, find the probability of a call time < 7min, between 7 and 9 min, and > 9 min.
c) Calculate and evaluate the 95% confidence interval for the mean from the call time data.
Call Quality |
Frequency |
Relative Frequency |
Correct |
850 |
.850 |
Incorrect |
150 |
.150 |
Overall Type of Calls |
Frequency |
Relative Frequency |
Check coverage of policy |
25625 |
0.2679 |
Check status of claim |
22654 |
0.2368 |
Update address |
18723 |
0.1957 |
File a claim |
13499 |
0.1411 |
Update info on claim |
6200 |
0.0648 |
Update policy |
5126 |
0.0536 |
Cancel policy |
3842 |
0.0402 |
Call Errors |
Frequency |
Relative Frequency |
Incorrect coverage of quote -COV |
54 |
0.36 |
Incorrect capture of claim -CLM |
42 |
0.28 |
Did not transfer to “Save a Policy” - SAV |
32 |
0.21 |
Incorrect claim status provided - STAT |
22 |
0.15 |
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