The table below shows the total votes and valid votes polled in three villages A, B, and C over three years. What is the average number of valid votes polled in the year 2000 across these villages?

| Village → | A | | B | | C | |
|-----------|------------|-------------|------------|-------------|------------|-------------|
| Year ↓ | Total Votes| Valid Votes | Total Votes| Valid Votes | Total Votes| Valid Votes |
| 2000 | 2500 | 2250 | 8000 | 7600 | 4400 | 4250 |
| 2005 | 3800 | 3250 | 6250 | 5800 | 5000 | 4600 |
| 2010 | 3400 | 3000 | 5900 | 5400 | 6720 | 6750 |

Question

The table below shows the total votes and valid votes polled in three villages A, B, and C over three years. What is the average number of valid votes polled in the year 2000 across these villages?

| Village → | A          |             | B          |             | C          |             |
|-----------|------------|-------------|------------|-------------|------------|-------------|
| Year ↓    | Total Votes| Valid Votes | Total Votes| Valid Votes | Total Votes| Valid Votes |
| 2000      | 2500       | 2250        | 8000       | 7600        | 4400       | 4250        |
| 2005      | 3800       | 3250        | 6250       | 5800        | 5000       | 4600        |
| 2010      | 3400       | 3000        | 5900       | 5400        | 6720       | 6750        |

Accepted Answer

**Solution:**

1. Identify the valid votes polled in the year 2000 for each village:
   - Village A: 2250
   - Village B: 7600
   - Village C: 4250

2. Calculate the sum of valid votes:
   $$2250 + 7600 + 4250 = 14100$$

3. Find the average by dividing the total valid votes by the number of villages (3):
   $$\frac{14100}{3} = 4700$$

**Answer:** $4700$

Answer

Answer

Answer

Answer