Yes, if an event has already taken place, its probability is considered to be 1, as it is certain that the event occurred. In probability theory, an event with a probability of 1 means that it is guaranteed to happen.

If a dice roll has already occurred and we know that it landed on 6, then the probability of that particular roll being a 6 is indeed trivially 1. This is because the event has already happened, so we have certainty about the outcome. However, if you are asking about the probability of rolling a 6 on future rolls of the dice, that would still be 1/6 for a fair six-sided die, since each roll is independent of the previous rolls.

At first glance, it appears that the answer should be 1, given that we already established it landed on 6. However, there have been instances where what we believed to be true turned out to be incorrect. For instance, imagine we were convinced that time was absolute and assigned a probability of 1 to that belief. Later, we discovered that time is actually relative.

Considering this, what would the "accurate" probability have been regarding the relativity of time, prior to our discovery of its nature?