Central Tendency
Variability
Statistical Significance & Power
T-test
Random
100

The most frequent score in the sample is the:

mode

100

The ____________ is the distance between the minimum and maximum scores.

range

100

When an experimenter states that the level of significance is the .05 level, he is setting the probability of committing which type of error?

Type I

100

The inferential statistic used to analyze differences between two separate groups is called the

independent-samples t-test

100

A simple count of how many times a score occurred in a sample is the:

a. percentage.

b. frequency.

c. cumulative percentage.

d.  central tendency.

b. frequency.

200

Which measure of central tendency is the most sensitive to change?

Mean

200

Which of the following is NOT related to measuring variability?

a. Variance

b. Range

c. Mean

d. Standard deviation

c. Mean

200

Suppose the type of computer game (violent vs. scavenger hunt) really has an impact on players’ aggression but you do not reject the null hypothesis. You have made a...

Type II error

200

An independent samples t-test was used to assess differences in back pain scores between male and female soldiers.

Identify the dependent and independent variables.

back pain scores (DV), male (IV/condition 1), female (IV/condition 2)

200

______________ approximates the sample size (adjusts the sample slightly to make for a more accurate outcome).

Degrees of freedom

300

The appropriate measure of central tendency for a normally distributed interval variable is...

mean

300

The ____________ describes how much, in general, the scores in a sample differ from the mean.

standard deviation

300

Power is defined as:

a. Correctly rejecting a true null hypothesis

b. Correctly rejecting a false null hypothesis

c. Correctly retaining a true null hypothesis

d. Correctly rejecting a true alternative hypothesis

b. Correctly rejecting a false null hypothesis

300

The assumption that variances in populations are the same is called:

homogeneity of variance

300
  • A confidence interval defines the

a. variability we expect in a population whose variability equals the difference we found in our study.

b. span of differences expected in a population whose variability is equal to our sample standard deviations.

c. interval that includes the population mean difference represented by the mean difference in our study.

d. mean difference between our sample and the population means.

c. interval that includes the population mean difference represented by the mean difference in our study.

400

Which of the following shouldn’t you calculate for nominal variables?

a. Mean

b. Median

c. Standard deviation

d. All of the above

d. All of the above

400

A _________ distribution has its tail on the left.

negatively skewed

400

When a researcher claims that there is a difference between treatments (i.e., rejects the null hypothesis) when there really is no difference, what type of error is this?

Type I error

400

A researcher sought to find out which of two exercises was more effective in building endurance. One group used exercise A, and another group used exercise B. At the end of study, the researcher should compare the two groups' scores using a...

an independent t-test

400
  •  A 95% confidence interval of 2.68 < µ1 – µ2 < 5.79 tells us that we can be:

a. 95% confident that the mean difference from the study represents a population of mean differences falling between 2.68 and 5.79.

b. 5% confident that the mean difference from the study represents a sample of mean differences falling between 2.68 and 5.79.

c. 95% confident that the mean difference from the study represents a population of mean differences falling outside of 2.68 and 5.79.

d. We can only be confident of the confidence interval if our means fall between 2.68 and 5.79.

a. 95% confident that the mean difference from the study represents a population of mean differences falling between 2.68 and 5.79.

500

Which of the following is the appropriate measure of central tendency to report with an extremely skewed distribution?

median

500

What percentage of scores in a normal distribution are between +1 and -1 standard deviation of the mean?

68%...remember the rule: 68-95-99.7

500

Increasing the sample size in a study from 30 to 50 increases the power of a study because

a. the larger sample size better represents the population and better represents any differences that exist in the population.

b. more people always create more differences.

c. larger groups allow the researcher to minimize mistakes in the procedure.

d. sample size is directly correlated to power.

a. the larger sample size better represents the population and better represents any differences that exist in the population.

500

An index of the strength of the relationship among variables (a measure of the magnitude of the difference between groups) is the definition of:

Effect size

500
  • Steve finds that the effect size for his experiment is .13. This means that ____ of the variability in the dependent variable is accounted for by the independent variable and he has found a ______________ effect.

a. 1.3%; medium

b. 3.5%; small

c. 13%; large

d. 13%: small

d. 13%: small

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