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 Caesar wants a super-large pizza. Assuming no paradox of voting, majority voting will result in a decision to order

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In a majority voting system, the option that receives the most votes wins. Assuming each roommate votes for their own preference and no paradox of voting occurs, a second round of voting would likely eliminate the least popular option, leading to a compromise between the remaining options. Given the scenario, it's reasonable to infer that the compromise or middle option, a large pizza, would be the majority's choice.

Suppose Three Roommates Cannot Agree on the Size of a Pizza