A company has two assembly lines, each of which stalls on average of 2.4 times per week according to a Poisson distribution. Assume that the performances of these assembly lines are independent of one another.
What is the probability that at least one line stalls at least once in any given week?
- What is the Problem statement?
- What is the Distribution used and the values of its parameters.
- What Probability statements in symbols.
- Microsoft Excel functions and how they were used.
- Results stated in terms of the problem.