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3) A company manufactures doorknobs, and the mean width should be 3.8 cm. Each day, a random sample of 5 doorknobs is taken and the

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3) A company manufactures doorknobs, and the mean width should be 3.8 cm. Each day, a random sample of 5 doorknobs is taken and the width is measured. Assume the population has a normal distribution. Here is a random sample of the width of 5 doorknobs: 3.92 3.83 3.78 3.81 3.88 a) use a calculator, spreadsheet, or Statcrunch to calculate the mean and standard deviation of the sample. b) Compute the 90% confidence interval. Show all the steps, including the formulas and your calculations. c) Explain your answer in part (b) in the context of this situation. d) Based on your interval, would you conclude that the population mean of doorknobs is greater than 3.8 cm? Why or why not

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