In quantum mechanics (QM), macroscopic events can be mathematically defined as sets of possible measurement outcomes, similar to classical probability theory where events are defined by multidimensional vectors. The standard QM formalism does not differentiate between macroscopic and microscopic properties, treating both as projectors without a clear demarcation. When a measurement occurs, it transforms a quantum state with multiple outcomes into a collapsed state with a single outcome, but the formalism remains ambiguous regarding the nature of measurement and the results obtained. In practical terms, macroscopic observations, such as determining if "the cat is alive," involve incomplete measurements that may lead to different interpretations of the state, either collapsing all components or restricting them to those defining the macroscopic outcome. Overall, while macroscopic events can be defined probabilistically, the relationship between quantum states and classical outcomes remains complex and nuanced.