The discussion revolves around determining the probability of a particle being observed given that its linear momentum is a constant value. Participants explore the implications of constant momentum on probabilistic density and how to approach the problem conceptually and mathematically.
Participants do not seem to reach a consensus on the interpretation of the problem or the assumptions involved, indicating that multiple competing views remain.
Limitations include unclear assumptions about the uncertainty in momentum and the lack of detail regarding the calculations participants are attempting to perform.
volnei_cipriano said:Studying probabilistic density, I know that a function that is integrated between two limits presents a probability. But how should I think to solve a problem where I need to determine the probability of a particle being seen being that its moment liner is a constant value
volnei_cipriano said:The linear momentum of the particle has a value equal to five. I'm trying to understand how I can explain the probability of a particle view by having a constant liner moment. In my previous studies of probabilistic density, I had a range of values, but I could not analyze when the value is constant.