# Expressing Confidence Intervals Is the confidence interval given in Exercise 1 equivalent to the…

Expressing Confidence Intervals Is the confidence interval given in Exercise 1 equivalent to the expression (0.0455 g, 0.0602 g)? Is the confidence interval given in Exercise 1 equivalent to the expression 0.05285 g ± 0.00735 g? Why or why not?Exercise 1Interpreting a Confidence Interval Using the weights of the M&M candies listed in Data Set 18 from Appendix B, we use the standard deviation of the sample (s = 0.05179 g) to obtain the following 95% confidence interval estimate of the standard deviation of the weights of all M&Ms: 0.0455 g < σ < 0.0602 g . Write a statement that correctly interprets that confidence interval.Data Set 18: M&M Plain Candy Weights (grams)STATDISK:Data set name is M&M.Minitab:Worksheet name is M&M.MTW.Excel:Workbook name is M&M.XLS.TI-83/84 Plus:App name is MM, and the file names are the same as for text files.Text file names:Text file names are RED, ORNG, YLLW, BROWN, BLUE, GREEN.Data Set 18: M&M Plain Candy Weights (grams)0.7510.7350.8830.6960.8810.9250.8410.8950.7690.8760.8630.9140.8560.8650.8590.8550.7750.8810.7990.8640.7840.8060.8540.8650.9660.8520.8240.8400.8100.8650.8590.8660.8580.8680.8581.0150.8570.8590.8480.8590.8180.8760.9420.8380.8510.9820.8680.8090.8730.863 0.8030.8650.8090.888 0.9320.8480.8900.925 0.8420.9400.8780.793 0.8320.8330.9050.977 0.8070.845 0.850 0.8410.852 0.830 0.9320.778 0.856 0.8330.814 0.842 0.8810.791 0.778 0.8180.810 0.786 0.8640.881 0.853 0.825 0.864 0.855 0.873 0.942 0.880 0.825 0.882 0.869 0.931 0.912 0.887 0.886