You are running a campaign for an inexpensive sleeping bag that sells at a large national park. Before you make any claims, you want to make sure that your sleeping bag is warm enough for the average weather the costumers will face. The average low temperature follows a normal distribution with a mean of 32F and a standard deviation of 5F. The bag you are marketing advertises to be good for temperatures down to 38F. a. (4 pts) What is the probability that the bag will not be warm enough? b. (3 pts) Based on your answer to part a. What will be your plan for marketing the bag. Why?