The president of a little league baseball organization wants to know if players are interested in participating in a tournament. Which of the following describes collecting a random sample of the participants? A. Surveying every fifth player on the baseball roster. (go to F)

Surveying every fifth player on the baseball roster is a classic example of systematic sampling. This method ensures a level of randomness since you're selecting players at equal intervals, reducing bias and giving all players an equal chance of being included in the survey. It’s like picking every other slice of pizza from a delicious pizza pie – everyone gets an opportunity to be part of the 'taste test'! Another fun aspect to consider is how this approach can ease the organization’s workload. Instead of individually asking every player, which can be time-consuming, surveying every fifth player means you collect enough data efficiently. You can get a representative snapshot of player interest without needing to survey the entire roster. Who doesn’t love a bit of efficiency in the game?