Suppose three roommates cannot agree on the size of a pizza to order. Domino argues for a medium pizza, Godfather contends a large pizza will be needed, and Little Cesar wants a super-large pizza. Assuming no paradox of voting, majority voting will result in a decision to order: A. a medium pizza B. a large pizza C. a super-large pizza D. two medium pizzas

Business · High School · Mon Jan 18 2021

Answered on

C. a super-large pizza.

In this scenario, majority voting is used to decide on the size of the pizza among the three roommates. If there's no paradox of voting (meaning the preferences are transitive and satisfy regularity conditions), the option that receives the most votes wins.

Let's analyze the preferences:

  • Domino votes for a medium pizza.
  • Godfather votes for a large pizza.
  • Little Cesar votes for a super-large pizza.

In this case, none of the options have a majority. However, the option with the most votes is a super-large pizza, as it's the preference of Little Cesar. Therefore, based on the majority voting among the three roommates, the decision will be to order:


Related Questions