Mean 12.8 std.dev=2.9

A. Draw a picture of the density curve with the mean labeled and shaded area representing the probability of a skate distance that is in the shortest 1.5% (bottom 1.5%) or longest 2.5% (top 2.5%).

B .Calculate the distance for a Sunday skate that would put it in the shortest 1.5% (bottom 1.5%) or longest 2.5% (top 2.5%) of all skates. What would be the maximum distance for the shortest 1.5% and the minimum distance for the longest 2.5%? Show all calculations to find both distances using the Standard Normal Table and present both distances in your answer