Let's go through the process step by step and break down the problem clearly.
### Problem Analysis:
1. Initial Number of Computers: We begin with an initial number of computers.
2. Daily Addition: Each day, a certain number of computers is added.
3. Number of Days: We need to compute how many days this addition occurs.
4. Total Addition: We then determine the total number of computers added over a given period of days.
5. Final Total: Finally, we add the total number of added computers to the initial number to get the overall total.
### Given Data:
- Initial Number of Computers: 9
- Number of Computers Added Per Day: 5
- Number of Days: 4 (between Monday and Thursday)
### Step-by-Step Solution:
1. Calculate the Total Number of Computers Added Over 4 Days:
- Each day, 5 computers are added.
- Therefore, over 4 days, the total number of computers added is calculated as follows:
[tex]\[
\text{Computers Added} = 5 \text{ computers/day} \times 4 \text{ days} = 20 \text{ computers}
\][/tex]
2. Calculate the Final Total Number of Computers:
- Start with the initial number of computers: 9.
- Add the total number of computers added over the 4 days: 20.
- Thus, the total number of computers after 4 days will be:
[tex]\[
\text{Total Computers} = 9 \text{ (initial)} + 20 \text{ (added)} = 29 \text{ computers}
\][/tex]
### Conclusion:
After adding computers daily for 4 days (Monday to Thursday) to an initial count of 9 computers, we find the following:
- Total Number of Computers Added: 20
- Final Total Number of Computers: 29
So, the detailed solution is as follows:
- First, we calculated the total number of computers added over 4 days (20).
- Then, we added this number to the initial count to get the final total (29).
The correct numerical results are:
- Number of computers added: 20
- Total number of computers: 29
