Match the following terms with their definitions. _____ an estimate of a populat

ID: 3359959 • Letter: M

Question

Match the following terms with their definitions.

_____ an estimate of a population value in which a range of values is specified. a statement of difference.

_____ an estimate of the standard deviation of the sampling distribution based on the standard deviation of both groups.

_____ nonparametric test of hypothesis for variables in a bivariate table.

_____ the proportion of area under the sampling distribution that contains unlikely sample outcomes.

_____ area under the sampling distribution that is defined as including unlikely sample outcomes.

_____ a statement of no difference.

_____ every element or case in a population must have an equal probability of selection for the sample.

_____ a test of significance appropriate when looking at the differences between two or more sample means.

_____ the probability that an interval estimate will not contain the population value.

Null Hypothesis Confidence Level ANOVA Critical region Alpha Level Research Hypothesis Pooled Estimate Confidence Interval Chi Square EPSEM

1. Confidence interval : an esimate of the population value in which range of values is specified. a statement of difference.

2. Pooled estimate: an estimate of the standard deviation of the sampling distribution based on the standard deviation of both groups

3. Chi square: nonparametric test of hypothesis for variables in a bivariate table.

4. Critical region: the proportion of area under the sampling distribution that contains unlikely sample outcomes.

5. Confidence level: area under the sampling distribution that is defined as including unlikely sample outcomes.

6. Null hypothesis: a statement of no difference

7. EPSEM: (Equal Probability of Selection Method): every element or case in a population must have an equal probability of selection for the samle.

8. ANOVA: a test of significance appropriate when looking at the differences between two or more sample means

9. Alpha value: the probability that an interval estimate will not contain the population value

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