1. A mayor wanted to see if the people in his town thought that he was doing a good job.
A. The mayor’s family
B. The people who didn’t vote for the mayor
C. 216 voters
D. The residents of the town

Population:

Sample:

Respuesta :

Answer: C

Step-by-step explanation:

To conduct a survey to gauge public opinion on the mayor's performance, it's important to select a representative sample from the population. Let's analyze the options:

A. The mayor’s family - This option would likely introduce bias into the survey because the mayor's family members might have a biased opinion due to their personal relationship with the mayor.

B. The people who didn’t vote for the mayor - While this option might provide a perspective from those who did not support the mayor, it could introduce bias if those who didn't vote for him have strong negative feelings. Additionally, it may not represent the overall opinion of the town.

C. 216 voters - This option suggests a specific number of voters, which can be a good sample size if it's randomly selected and diverse. However, it's important to ensure that the selection process is random and representative of the entire population.

D. The residents of the town - This option would aim to capture the opinions of the entire population, which is ideal for gauging overall sentiment. However, it may be challenging to survey the entire population, so a representative sample of residents would be needed.

Among the options provided, option C (216 voters) seems to be the most feasible choice for a sample. However, it's crucial to ensure that the sample is selected randomly and represents the diversity of the town's population.