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Could you solve the questions please? THANK YOU VERY MUCH!!! Mr. P loves Pepperidge Farms Milano cookies. The chocolate are my favourite and taste great

Could you solve the questions please? THANK YOU VERY MUCH!!!

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Mr. P loves Pepperidge Farms Milano cookies. The chocolate are my favourite and taste great with coffee in the morning. Mr.P wants to estimate the average weight of a Milano cookie to determine if the average weight is less than advertised. He selects a random sample of 40 cookies and found the weight of each cookie before eating them all. The mean weight was xbar = 11.20 grams with a standard deviation of 0.0997 grams. Use this data to answer the following questions. a. What is the point estimate for the true mean? Milano b. Identify the population, parameter, sample and statistic. Population: Parameter: Sample: Statistic: c.What condition must be met for calculating the standard deviation of the sampling distribution? Explain if this condition is met. d. Calculate the standard deviation. e. Check the conditions to use normal approximation. Show work/explain if these condition are met. f. Construct AND Interpret a 95% confidence interval for the true mean weight of a milano cookie. g. According to Pepridge Farms a milano cookie is suppose to weigh 11.25 grams. Does our confidence interval provide convincing evidence that the true mean weight is less than 11.25 grams? Explain2. Do you ever notice in the STAR WARS movies that the Stormtroopers are the worst shots in the galaxy!They never seem to hit anything! See video: https://www.youtube.com/watch?time_continue=42&v=EFeJUfHuOGM&feature=emb logo. A frame-by-frame examination of the existing canonical Star Wars films yields a true assessment of what comically poor aim the Stormtroopers really have. I watched several STAR WARS movies during the quarantine and calculated the mean number of shots a Stormtrooper takes before hitting a target, the mean is 18.4 and the standard deviation is 6.1 and I observed a random sample of at least 60 Stormtroopers. Construct and interpret a 90% confidence interval

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