We have established in a prior exercise that the heights of women in the US vary according to a normal distribution with a population mean µ=163.3 and a population standard deviation of 7.5 centimeters. How tall does a woman have to be to be taller than 85% of women (see page 158-160 second edition text)?

For a binomial probability, suppose we have 3 patients undergoing a procedure and the average probability of success for this procedure is 0.5.  What is the probability of observing 2 successes in the 3 patients?

The probability of success after bypass surgery is 60% and failure 40%.  This is an example of a continuous probability distribution.

In the following example, suppose we have 3 patients undergoing a procedure and the average probability of success for this procedure is .50, what is the total cumulative probability of observing 2 or fewer successes (PrX

In a binomial random variable where n=20 and p=.85 what is q?

This organism belongs to subphylum_________

A patient’s blood pressure is 134/86. Which statement made by the student nurse reflects an accurate interpretation of this reading?

A nurse is assessing a patient at risk for shock. Which assessment finding(s) below would indicate compensation? Select 3 answers:

Which patient finding would be most concerning to the nurse?

What is the primary benefit of conducting bedside report during a nursing shift change?