How much area under the normal curve is between the mean

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You have administered a worker satisfaction test to a random sample of 25 workers. The test is purported to have a population standard deviation of 4.5 The test results reveal a sample mean of 78. What is an estimate of the mean scores for the entire population of workers, using a 95% confidence interval.

A random sample of 29 visitors to a civic art fair indicates an average amount of money spent per person (Xbar) of $38.75, with a s ample standard deviation of $6.33. Please develop a 99% confidence interval to provide an estimate of the mean expenditure per person for the entire population of visitors.

An opinion poll from a random sample of 250 residents indicates that 61% are in favor of a local civic re-development project. What is the real level of support throughout the community, based on a 95% confidence interval?

Assume that the mean of a distribution of test scores is 76, with a standard deviation of 5. You've been told that your score is 1.5 standard deviations above the mean. What is your score and where is your relative stand?

  • How much area under the normal curve is between the mean and a Z value of 2.35?
  • What percentage of area (cases or observations) is above a Z value of 2.58?
  • What percentage of area under the normal curve is below a Z value of -1.12?

Reference no: EM132465055

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