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Exercises. 1. Find for each of the following confidence levels

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1. Find for each of the following confidence levels

a) 88%; b) 94%; c) 96%; d) 99%

2. The standard deviation for a population is . A sample of

36 observations selected from this population gave a mean equal to 74.8.

a) Make a 90 % confidence interval for .

b) Construct a 95 % confidence interval for .

c) Determine a 99 % confidence interval for .

3. The standard deviation for a population is . A sample of 121 observations selected from this population gave a mean equal to 84.5.

a) Make a 99 % confidence interval for

b) Construct a 95 % confidence interval for

c) Determine a 90 % confidence interval for

4. The standard deviation for a population is . A random sample selected from this population gave a mean equal to 78.90.

a) Make a 99 % confidence interval for assuming n =36

b) Make a 99 % confidence interval for assuming n =81

c) Make a 99 % confidence interval for assuming n =100

Explain your results.

5. Given that a sample of size 16 from a normal distribution yielded .

The population variance is known to be 64. Find

a) 90 % confidence interval for

b) 95 % confidence interval for

c) 99 % confidence interval for .

 

 


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Читайте в этой же книге: Central limit theorem | Exercises | Population and sample proportions | Sampling distribution of . Its mean and standard deviation | Summary | Exercises | Sampling distribution of a sample variance | Exercises | Introduction | Confidence interval and confidence level |
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