Final answer:
The question is about evaluating a logical expression with inputs A is false, B is false, and C is true, but the complete expression is not given. Based on related information, it involves probability topics like mutual exclusivity and dependence.
Step-by-step explanation:
The question does not provide a complete logical expression to evaluate given inputs A, B, and C. However, based on the provided information about probability, it appears the question is related to understanding the concepts of mutual exclusivity and dependence in the context of probability events. For instance, if A and B are mutually exclusive, then P(A AND B) = 0, meaning that both events cannot occur simultaneously. Likewise, events A and C being mutually exclusive also means that their joint probability P(A AND C) = 0. Conversely, the fact that P(A AND B) does not equal P(A)P(B) signifies that events A and B are dependent, indicating that the occurrence of event A impacts the probability of event B occurring.