1. Describe an example scenario and explain why the binomial distribution is appropriate to use. I.e., what makes this a binomial and how could it be used to answer the question that is being posed

Based on the scenario you've created, provide one possible set of values for n, x, p and q and work through the steps outlined in the text to calculate P(x). You may use technology to find factorials but show your work in all of the steps as you work towards an answer. (2 points each)

1. _nC_x= n! / (n - x)! x! =
2. P(x) =_nC_x(p)^x(q)^n-x=
3. Summarize your result in a text statement relating the result to the scenario you described.