To calculate Team B’s probable score, we use the same formula, but replacing the average number of home goals with 🗝 the average number of away goals. That looks like this:
What is the application of Poisson distribution in real life?
The Poisson 🗝 distribution has a wide range of applications in real life, particularly in fields where we need to model the number 🗝 of times an event occurs in a fixed interval of time or space. Here are a few examples:
Natural Phenomena: It’s 🗝 also used in studying natural phenomena like earthquakes, meteor showers, and radioactive decay, where the events occur randomly and independently 🗝 over time.
Remember that the Poisson distribution is based on certain assumptions, such as the events being independent and happening at 🗝 a constant average rate. If these assumptions don’t hold, other distributions might be more appropriate.
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