Calculate the sample mean and the sample standard deviation of the five sets of 10 random women's heights. 1 Assume that the population standard deviation is known to be 3.3 inches. With these values, construct a 90% confidence interval for your each of the five sets of samples of ten values. I MUST PROVIDE:1 Mean: Standard deviation:: Calculations/Calculator function selected, and input given: ] Confidence Interval: Sample 1:1 Random #s: 0 31a 360 720 5a 480 963 870 420 260 Associated 61.3a 62.4 64.1a 62.3 62.90 65.7 67.5 58.10 64.3 66.1 women's heights 0 Sample 2:1 Random #s: 00 46 86 98 810 35 963 10 38 90 750 Associated 58.8 60.0 56.60 58.5 64.9 67.5 7.20 60.90 59.10 58.8 women's heights 0 Sample 3:1 Random #s: 00 330 170 77 57a 85 390 610 22 260 Associated 64.10 61.9 64.90 60.5a 62.20 67.7a 163.3 65.0 60.9 66.1a women's heights 0 Sample 4:1 Random #s: 00 210 550 37a 35 690 94 170 190 Associated 61.8 62.9 64.7a 63.5 64.90 63.5 58.70 61.90 61.7 58.7 women's heights o Sample 5:1 Random #s: 00 663 50 57a 610 97a 82a 720 130 240 Associated 59.20 70.9 60.5 65.0 63.2 63.40 65.0 62.3 63.0 60.0 women's heights 0 Final Question: 1 What percent of confidence intervals you obtained contain the population mean u which is 63.4