Answer :
Let's examine the changes in the average time spent on hold for the specified intervals:
1. Interval from Week 1 to Week 4:
- Average time on hold in Week 4: 2 minutes.
- Average time on hold in Week 1: 7 minutes.
- Change in time: [tex]\(2 - 7 = -5\)[/tex] minutes.
- Result: The time decreased, so there is no increase in this interval.
2. Interval from Week 3 to Week 4:
- Average time on hold in Week 4: 2 minutes.
- Average time on hold in Week 3: 3 minutes.
- Change in time: [tex]\(2 - 3 = -1\)[/tex] minutes.
- Result: The time decreased, so there is no increase in this interval.
3. Interval from Week 4 to Week 6:
- Average time on hold in Week 6: 5 minutes.
- Average time on hold in Week 4: 2 minutes.
- Change in time: [tex]\(5 - 2 = 3\)[/tex] minutes.
- Result: The time increased, so there is an increase in this interval.
4. Interval from Week 5 to Week 6:
- Average time on hold in Week 6: 5 minutes.
- Average time on hold in Week 5: 3 minutes.
- Change in time: [tex]\(5 - 3 = 2\)[/tex] minutes.
- Result: The time increased, so there is an increase in this interval.
Given these calculations, the intervals where the average time spent on hold increased are:
- From Week 4 to Week 6
- From Week 5 to Week 6
1. Interval from Week 1 to Week 4:
- Average time on hold in Week 4: 2 minutes.
- Average time on hold in Week 1: 7 minutes.
- Change in time: [tex]\(2 - 7 = -5\)[/tex] minutes.
- Result: The time decreased, so there is no increase in this interval.
2. Interval from Week 3 to Week 4:
- Average time on hold in Week 4: 2 minutes.
- Average time on hold in Week 3: 3 minutes.
- Change in time: [tex]\(2 - 3 = -1\)[/tex] minutes.
- Result: The time decreased, so there is no increase in this interval.
3. Interval from Week 4 to Week 6:
- Average time on hold in Week 6: 5 minutes.
- Average time on hold in Week 4: 2 minutes.
- Change in time: [tex]\(5 - 2 = 3\)[/tex] minutes.
- Result: The time increased, so there is an increase in this interval.
4. Interval from Week 5 to Week 6:
- Average time on hold in Week 6: 5 minutes.
- Average time on hold in Week 5: 3 minutes.
- Change in time: [tex]\(5 - 3 = 2\)[/tex] minutes.
- Result: The time increased, so there is an increase in this interval.
Given these calculations, the intervals where the average time spent on hold increased are:
- From Week 4 to Week 6
- From Week 5 to Week 6