Inference on the mean of two populations

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Independent or paired?

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Conducting hypothesis tests

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Independent measurements

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Independent measurements

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Decision tree  independent measurements

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Decision tree  independent measurements

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$\mu_1  \mu_2$  case 1

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Confidence interval for the difference of two means  case 1

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Confidence interval for the difference of two means  case 1

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Hypothesis test for the difference of two means  case 1

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$\mu_1  \mu_2$  case 2

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Confidence interval for the difference of the mean of two populations  case 2

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Confidence interval for the difference of the mean of two populations  case 2

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Hypothesis test for the difference of the means of two populations  case 2

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$\mu_1  \mu_2$  case 3

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$\mu_1  \mu_2$  case 3

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Confidence interval for the difference of the mean of two populations  case 3

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Hypothesis test for the difference of the means of two populations  case 3

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$\mu_1\mu_2$  case 4

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$\mu_1\mu_2$  case 4

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Confidence interval for the difference of the mean of two populations  case 4

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Confidence interval for the difference of the mean of two populations  case 4

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Hypothesis test for the difference of the means of two populations  case 4

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$\mu_1  \mu_2$  case 5

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Paired measurements

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Paired measurements

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Paired measurements

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Paired measurements

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Paired measurements

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Inference on paired measurements, $n$ large

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Inference on paired measurements, normally distributed differences and/or large $n$

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Inference on paired measurements, normally distributed differences and/or large $n$

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