Chapter 11 Flashcards

0
Q

Sampling error

A

The difference between a sample and its population

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1
Q

Inferential statistics

A

Certain types of procedures that allow researchers to make inferences about a population based on findings from a sample

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2
Q

Sampling distribution

A

Similar to a normal distribution is referred to as a distribution of sample means and has its own mean and standard deviation. The meaning of the sampling distribution also known as the mean of means is equal to the mean of the population

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3
Q

Standard error of the mean SEM

A

The standard deviation of the sampling distribution of me

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4
Q

Estimating the standard error of me

A

Page 224

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5
Q

Confidence interval

A

The use of an SEM indicate boundaries or limits within which the population mean lies

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6
Q

Probability

A

The predicted relative occurrence or relative frequency

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7
Q

The standard error of the difference between sample means SED

A

Page 227

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8
Q

Null hypothesis

A

Specifies there is no relationship in the population; for example: there’s no difference between the population meeting of students using method A population mean of students using method B.

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9
Q

Hypothesis testing

A

Pages 228 and 229

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10
Q

Statistical significance

A

One’s results are likely to occur by chance last and a certain percentage of the time say 5%

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11
Q

Practical significance

A

Importance measured on practical terms

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12
Q

One tailed test

A

Give researchers hypothesis can be supported only if he or she attains a positive difference between the sample means, the researcher is therefore justified in using only the positive tale of the sapling distribution to locate dictate difference.

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13
Q

Type 2 error

A

Results when a researcher fails to rejecting a null hypothesis that is false

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14
Q

Type 1 error

A

Results when researcher rejects a null hypothesis that is true

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15
Q

Parametric techniques

A

Make various kinds of assumptions about the nature of the population from which the samples involved in the research study or drawn

16
Q

Nonparametric techniques

A

Make few if any assumptions about the nature of the population from which the samples are taken

17
Q

The t-test for means

A

The parametric statistical test used to see whether a difference between the means of two samples of significant

18
Q

The t-test for independent means

A

Used to compare the mean scores of two different, or independent, groups.

19
Q

Degrees of freedom df

A

Refers to the number of scores in a frequency distribution that are free to vary – that is, that are not fixed

20
Q

T-test for correlated means

A

Used to compare the mean scores of the same group before and after a treatment of some sort is given, to see if any observed game is significant, but when the research design involves two matched groups

21
Q

Analysis of variance space ANOVA

A

A general form of the t-test that is appropriate to use with three or more groups

22
Q

Analysis of covariance ANCOVA

A

Used when for example groups are given a pretest related in some way to the dependent variable and their mean scores on this pre-test Are found to differ

23
Q

Multivariate analysis of variance MANOVA

A

Incorporates two or more dependent variables in the same analysis, thus permitting a more powerful test of differences among means

24
Q

The t-test for r

A

Used to see whether a correlation coefficient calculated on sample data is significant – that is, whether it represents a nonzero correlation in the population from which the sample was drawn.

25
Q

The Man – Whitney U test

A

A nonparametric alternative to the t-test used when the research or wishes to analyze ranked data

26
Q

The Kruskal- Wallace one – way analysis of variance

A

Used when researchers have more than two dependent groups to compare

27
Q

The sign test

A

Used when researcher wants to analyze two related as opposed to independent samples

28
Q

The Friedman two – Way analysis of variance

A

If more than two related groups are involved

29
Q

T-test for a difference in proportions

A

Whether the proportion in one category for example males is different than the proportion in another category for example females

30
Q

T-test for independent proportions and t-test for correlated proportions

A

The latter is used primarily with the same group is being compared as in the proportion of individuals agreeing with the statement before and after receiving an intervention of some sort.

31
Q

The chi-squared test

A

Used to analyze data reported in categories

32
Q

Calculation of degrees of freedom in Cross break tables

A

Page 238

33
Q

Contingency coefficients

A

Symbolized by the letter C, to which referred to a chapter 10. It is a measure of the degree of association in a contingency table

34
Q

Summary of inferential techniques

A

Pages 238 table 11.2 on page 239

35
Q

Power of a statistical test

A

Similar to the power of the telescope. Explained in pages 240 and 241