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A show was put on at a stadium every day for a week. The table below shows how many people attended each day.

By first rounding each value to the nearest 1000, estimate the total attendance on Monday, Friday, and Sunday.

[tex]\[
\begin{tabular}{|c|c|c|c|c|c|c|}
\hline
Mon & Tue & Wed & Thur & Fri & Sat & Sun \\
\hline
8,304 & 34,802 & 23,217 & 28,423 & 25,732 & 17,612 & 11,830 \\
\hline
\end{tabular}
\][/tex]

Sagot :

GinnyAnswer
Certainly! Let's break down the solution step by step.

1. Understanding the Problem:
We need to estimate the total attendance for Monday, Friday, and Sunday after rounding each day's attendance to the nearest 1000.

2. Given Attendance Data:
We are given the following attendance figures for each day:
- Monday: 8304
- Tuesday: 34,802
- Wednesday: 23,217
- Thursday: 28,423
- Friday: 25,732
- Saturday: 17,612
- Sunday: 11,830

3. Rounding Each Value to the Nearest 1000:
Here, we round each attendance number to the nearest 1000:
- Monday: 8304 → 8000
- Friday: 25,732 → 26,000
- Sunday: 11,830 → 12,000

4. Add the Rounded Values:
Next, we add the rounded attendance figures for Monday, Friday, and Sunday:
- Monday: 8000
- Friday: 26,000
- Sunday: 12,000

Total attendance = 8000 (Mon) + 26,000 (Fri) + 12,000 (Sun)

5. Calculate the Total Attendance:
- Total attendance = 8000 + 26,000 + 12,000 = 46,000

Thus, the estimated total attendance on Monday, Friday, and Sunday, after rounding each value to the nearest 1000, is 46,000.


In summary, the rounded attendance for Monday is 8000, for Friday is 26,000, for Sunday is 12,000, and the total estimated attendance for these three days is 46,000.
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