A random sample is taken to determine what percentage of a large city will vote for a certain candidate for mayor. To save time the polling company decides to randomly selected households and survey each person eligible to vote living in the household. The will collect data until they are asked 500 eligible voters.
The four conditions for the Central Limit Theorem to apply are
- Random
- Independent
- Large Sample
- Big Population
Either explain how all 4 of these conditions are met or explain which condition(s) are not met.