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nolxiii
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Like exponentially less likely each plank unit of time, but never reaches 0 probability. Will it ever happen?
micromass said:Best you can do is find the probability of it happening. For that, we'll need to know the specific distribution.
nolxiii said:So I guess to be more specific, will the probability of it ever happening approach 1 as time goes to infinity?
nolxiii said:As time goes on, a given event becomes less and less likely
You need to use more precise language in order to arrive at a specific mathematical question.Will it ever happen?
nolxiii said:Edit: Been a while since I've taken math or stats but will try to write this out, probably incorrectly. (And not sure how to put the ∞ above the Σ)
Σi=1 i =(1/z)xyn-1
is that the right thing to solve /in any way intelligible?
nolxiii said:Sorry, to be clear and to keep it simple, each coin splits no matter what it lands on, but I keep going until all are heads.
What is the probability that I will ever stop flipping coins as the number of flips goes to infinity?
nolxiii said:doesn't sound like anyone over there knows either. will i get one of those fields prize things if i solve this?
This phrase refers to the concept of probability and how it changes over time. It suggests that as time passes, the likelihood of a particular event occurring decreases. This can be due to various factors, such as changing circumstances or the occurrence of other events that may alter the probability of the initial event.
There are several reasons why an event may become less likely as time passes. One possible explanation is that as time goes on, the conditions that were present for the event to occur may change, making it less likely to happen. Additionally, the occurrence of other events may also affect the likelihood of the initial event happening.
Yes, this concept applies to all events that have a probability of occurring. However, the rate at which the likelihood of an event decreases over time may vary depending on the specific event and its surrounding circumstances.
No, it is not possible to predict the exact point at which an event becomes highly unlikely. The probability of an event is influenced by various factors, and it is challenging to determine precisely when an event will become highly unlikely to occur.
This concept can be used in scientific research to understand and predict the likelihood of different events occurring over time. It can also help in analyzing and interpreting data, especially in fields such as statistics and probability. Additionally, this concept can be applied in risk assessment and decision-making processes in various industries.