A study conducted on a sample of 64 women gives a sample mean body temperature of 36. 70 C and a sample standard deviation of 020 C. a) Calculate the (approximate) 95% confidence interval for the population mean body temperature from the sample, and use it to decide if the statement that a woman's average body temperature is 36.60 C is accurate. b) In a right-tailed hypothesis test the null hypothesis Ho claims that a woman's average body temperature is 36.60 C. Would the sample considered in this problem lead to a rejection of Ho at the 0.01 significance level? Note: you can simply use z table due to n is not listed in t table