Final answer:
In majority rule, when there are more than two choices, it is possible for no single preferred outcome to be produced.
Step-by-step explanation:
The statement is true.
In a majority rule system, the decision or outcome is determined by the preference of more than half of the participants. However, when there are more than two choices, it is possible for none of the options to receive the majority of votes. In such cases, no single preferred outcome can be produced.
For example, if there are 10 participants in a course and three instructors to choose from, each instructor might receive a different number of votes. One instructor may receive 4 votes, another may receive 3 votes, and the third may receive 3 votes. Since there is no option that received more than 5 votes (the majority of 10), there is no single preferred outcome.