1) Suppose the gestation period in Panda bears is Normallyl distributed with mean of 95 days and standard deviation of 4 days. a) What is the probability of observing a gestation period greater than 10o days? b) For a randomly selected Panda Bear. the gestation period cotoff for her being within the top 10% is c) For a randomly selected Panda Bear, nd the probability that her gestation will be between 92 and 94 days. Express in 3 decimal places. d) If gestation periods in the top 60% are considered stable, then the minimum votes for stable gestation period (in days) is e] If gestation periods in the 25'\" percentile are considered high risk. then the cutoff lor high risk (in days) is