Study the following table chart carefully and answer the question that follows.

The table given below shows the number of registered voters and the percentage of the people who voted among them in different voting centres.

Centres	Total Number of Registered Voters	Percentage of People Who Voted
Centre 1	26000	70%
Centre 2	28000	60%
Centre 3	25000	80%
Centre 4	30000	76%

According to the table given above, which centre has the maximum number of voting?

The correct option is Centre 4.

To find the voting centre with the maximum number of people who voted, we calculate the actual number of votes cast at each centre. This can be calculated using the formula:

$\text{Number of Votes Cast}=\text{Total Registered Voters}\times \frac{\text{Percentage of People Who Voted}}{100}$

Let's calculate the votes cast for each centre individually:

1. Centre 1:
Total Registered Voters = 26,000
Percentage of voters who voted = 70%
Number of votes cast = $26000\times \frac{70}{100}=18200$

2. Centre 2:
Total Registered Voters = 28,000
Percentage of voters who voted = 60%
Number of votes cast = $28000\times \frac{60}{100}=16800$

3. Centre 3:
Total Registered Voters = 25,000
Percentage of voters who voted = 80%
Number of votes cast = $25000\times \frac{80}{100}=20000$

4. Centre 4:
Total Registered Voters = 30,000
Percentage of voters who voted = 76%
Number of votes cast = $30000\times \frac{76}{100}=22800$

Comparing the total votes cast at each centre:
- Centre 1: 18,200 votes
- Centre 2: 16,800 votes
- Centre 3: 20,000 votes
- Centre 4: 22,800 votes

Therefore, Centre 4 has the maximum number of voting with 22,800 votes.