The following table shows the probability P(x) of being stop…

The following table shows the probability P(x) of being stopped by a train x times in a month. x P(x) 0 0.021 1 0.035 2 0.764 3 0.140 4 0.040 Based on this table, is 1 an unusually low number of times to be stopped by a train in a month?  Support your answer using the values from the table.

A researcher asks 50 different random college students from…

A researcher asks 50 different random college students from the Twin Ports the number of hours they work each week.   a.  One of the requirements for the binomial probability distribution is that there must be a fixed number of trials.  Does the above procedure meet this condition?  Support your answer. b.  Another condition is that there must be two outcomes.  Does the above procedure meet this condition?  Support your answer. c.  (Extra Credit – 2 points) Another requirement is that selections must be independent.  Explain why this condition is satisfied.