Please help me with following questions:-

The accompanying table gives sample means and standard deviations, each based on n = 6 observations of the refractive index of fiber-optic cable. Construct a control chart, and comment on its appearance. [Hint: Xx = 2317.07 and Es = 30.34.]and Day Day 95.47 1.30 13 97.02 1.28 97.38 .88 14 95.55 1.14 HAWN- 96.85 1.43 15 96.29 1.37 96.64 1.59 16 96.80 1.40 96.87 1.52 17 96.01 1.58 96.52 1.27 18 95.39 98 96.08 1.16 19 96.58 1.21 96.48 79 20 96.43 .75 96.63 1.48 21 97.06 1.34 10 96.50 80 22 98.34 1.60 11 97.22 1.42 23 96.42 1.22 12 96.55 1.65 24 95.99 1.18 Day I Day 95.47 1.30 13 97.02 1.28 97.38 .88 14 95.55 1.14 96.85 1.43 15 96.29 1.37 96.64 1.59 16 96.80 1.40 96.87 1.52 17 96.01 1.58 96.52 1.27 18 95.39 .98 96.08 1.16 19 96.58 1.21 96.48 .79 20 96.43 75 96.63 1.48 21 97.06 1.34 10 96.50 .80 22 98.34 1.60 11 97.22 1.42 23 96.42 1.22 12 96.55 1.65 24 95.99 1.18An alternative to the p chart for the fraction defective is the no chart for number defective This chart has UCL = UCL = ap + 3Vap(1 - p). LCL = ap - 3Vap(1 - p) + 3V mp(1 - p). LCL = mp - 3 V mp(1 - p), and the number of defectives from each sample is plotted on the chart. Construct such a chart for the data of Example 18.8. Will the use of an no chart always give the same message as the use of a p chart (Le., are the two charts equivalent)