(Solved): Need help with Questions 2 and 3 please. Show screenshots of how to work them out if possible, thank ...

Need help with Questions 2 and 3 please. Show screenshots of how to work them out if possible, thank you

Pollutant.xlsx in here > https://1drv.ms/f/s!Ao7XFmeMhWHbjq1YWMW-fHxy7-Izgg?e=wbNAYw

Questions 2 to 6 are related The file Pollutant.xlsx contains daily measurements of pollutant concentrations released from a defective machine in a factory in units of $$\mathrm{g}/\mathrm{ml}$$. The pollutant control system in place can process a maximum of $$16\mathrm{g}/\mathrm{ml}$$ of pollutant per day. Any concentration higher would result in damage to equipment. An engineer wants to investigate the risk of excess pollutant concentrations that can damage the equipment. A normal probability model is assumed. Using the method of moments, what are the parameters of the normal distribution and the probability of damage to equipment in any day? $$\begin{array}{rl}?& =3.69,?=3.98\text{ and }P(\text{ damage })=0.001\\ ?& =3.78,?=3.98\text{ and }P(\text{ damage })=0.001\\ ?& =3.78,?=4.03\text{ and }P(\text{ damage })=0.999\\ ?& =3.69,?=4.03\text{ and }P(\text{ damage })=0.999\\ ?& =3.69,?=4.03\text{ and }P(\text{ damage })=0.001\end{array}$$ 1 point Question 3 Assuming the sampling distribution of the mean behaves normally distributed, calculate the standard deviation of the sampling distribution of the mean (standard error). $${}^{?}$$ Note: round your answers to only two decimals.