Results | The results are: |
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| Result | Description |
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| Test | Difference between the |
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| proportions of successes in the |
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| two samples. |
| Test Z | |
| Prob | Probability associated with the |
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| Critical Z | Boundary values of Z associated |
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| with the α level that you supplied. |
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Menu name |
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| The | ||
| deviation is not known. On the basis of statistics from a single | ||
| sample, this test measures the strength of the evidence for a | ||
| selected hypothesis against the null hypothesis. The null | ||
| hypothesis is that the sample mean has some assumed value, | ||
| Η0 :∝ = ∝0 |
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| You select one of the following alternative hypotheses against | ||
| which to test the null hypothesis:) | ||
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| H1:∝ < ∝0 | |
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| H1:∝ > ∝0 | |
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| H1:∝ ≠ ∝0 | |
Inputs | The inputs are: |
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| Field name | Definition |
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| x | Sample mean. |
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| Sx | Sample standard deviation. |
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| n | Sample size. |
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| ∝0 | Hypothetical population mean. |
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| α | Significance level. |
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Inference aplet |