1. The problem statement, all variables and given/known data TRUE or FALSE for each statement: *Only very small objects have a wave function. *Electrons show interference effects like waves. *The wave function times the volume gives a measure of the probability of finding a particle in a particular region. *The absolute value of the square of the wave function can be thought of as a probability density. *No two electrons may occupy the same quantum state in an atom. *Two photons may occupy the same quantum state. 2. Relevant equations 3. The attempt at a solution I'm finding vague answers to these concepts in my book, but I just wanted some clarification because it's hard to completely digest the language used. I've only heard of wave functions in quantum, so I'm assuming the first is true? The second is false, because the idea of an electron in quantum is probability, not a physical particle itself. The third statement is logical to me, but anytime I've normalized a probability integral I've always used the absolute value of the wave function squared. So I'm not sure about that. In that regard, the fourth statement I'm familiar with, but I'm not sure if it's defined as the "density". The fifth statement is true. And I'm almost positive the sixth is true because photons are bosons. Any corrections of my logic or guidance? I would appreciate it!