0.0341 is the probability that at least three accidents occur during the weekend
What is probability distribution?
A probability distribution is the mathematical function that provides the odds of occurrence of many possible outcomes for an experiment in probability theory and statistics.
What is Poisson distribution?
A discrete probability distribution is a Poisson distribution. It provides the likelihood that an event will occur a specific number of times (k) over a predetermined period of time or area. The mean number of occurrences (lambda), which is the sole parameter of the Poisson distribution, is a function.
Poisson distribution :
P(x accidents) = e^(-0.7) * (0.7)^x / (x!)
P(X>=3)
= 1 - P(x<3)
= 1 - (P(0) + P(1) + P(2))
= 1 - ( [e^(-0.7) * (0.7)^0 / (0!)] + [e^(-0.7) * (0.7)^1 / (1!)] + [e^(-0.7) * (0.7)^2 / (2!)])
= 0.0341
to learn more about Poisson distribution visit:
https://brainly.com/question/9123296
#SPJ4