To open the One-Sample Proportion Test Dialog:
See Also:
| Results Log Output |
Select to output results to the Results Log. |
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| Input Data Form |
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| Input Data
(Summarized) |
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| Input Data
(Raw) |
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| Test Proportion | The hypothetical proportion to be tested. |
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| Null Hypothesis | The null hypothesis to be tested (Sample Proportion = Test Proportion). |
| Alternative Hypothesis | Options:
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| Significance Level | The significance level of the test. |
| Confidence Interval(s) | Compute confidence interval for the true (population) proportion. |
| Confidence Level(s) in % | Specifies the confidence levels for which the confidence intervals will be computed. This option is only available when Confidence Interval(s) is selected. |
Origin uses two methods for computing p values and confidence intervals for one-sample proportion tests (for documentation of Normal Approximation and Binomial test, see the algorithms page):
| Normal Approximation | The Normal Approximation is always calculated. Generally gives a satisfactory result when successes is ≥ 10 and when sample size - successes is ≥ 10. The quality of the approximation tends to improve as sample size increases. |
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| Binomial Test | Use Binomial Test. |
| Actual Power | Compute the power of the test (the probability of rejecting the null hypothesis when it is false). |
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| Significance Level | Only available when Hypothetical Power and/or Actual Power are checked. This is the significance level (alpha value) for power computation. |
| Hypothetical Power | Compute the power of the test at various sample sizes. |
| Hypothetical Sample Size(s) | Only available when Hypothetical Power is checked. Specify hypothetical sample size(s) for power computation. |
For help with the range controls, see: Output Results
| Output Results | Specify the worksheet for output of test results |
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