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54 Terms

1
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When there is a perfect, direct relationship, what is the value of r?

1.00

2
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“It is impossible for a relationship to be both inverse and strong” This statement is

False

3
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What values of r represents the strongest relationship?

0.00

4
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An r of -0.45 represents a stronger relationship than an r of 0.88"

False

5
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It is appropriate to convert a Pearson r to a percentage by multiplying it by 100.

False

6
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The symbol for the coefficient of determination is r

False — it is R²

7
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For a given value of the Pearson r, the coefficient of determination is computed by:

squaring r

8
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For an r of 0.60, the ability to predict 36% better than zero

True

9
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When r = 0.20, the percentage of variance accounted for is 20%.

False

10
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If participants are randomly assigned to experimental and control groups without matching, the resulting data are:

Independent

11
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When reporting the results of a t-test, the values of the means and standard deviations should first be reported:

True

12
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If a t-test yields p > 0.05, the null hypothesis normally would be rejected

False

13
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If a researcher concludes that a difference is statistically significant, what else is true?

The null hypothesis should be rejected.

14
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“statistical significance is synonymous with practical significance.”

False

15
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For nominal data, a researcher normally reports means and standard deviations

False

16
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“The purpose of effect size is to determine the statistical significance of the difference between two means.”:

False

17
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You have been asked to study the use of music therapy to decrease anxiety in end-stage cancer patients.  You are interested in whether the number of hours of music played (x) predicts their decreased anxiety as represented by an anxiety scale (y).  You find the following regression equation: y = 3.0 - 0.4x.  If someone has played 10 hours of music, how much would you expect their anxiety to decrease?

-1 point because y = 3.0 - 4.0(10hrs), which is -1

18
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What is the difference between sampling error and sampling bias?

Sampling error is a normal occurrence—random error. Sampling bias is a systematic problem of who is in your study and that means you are off from your focus population.

19
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How are sample size and effect size related?

Large effect size does not require a large sample size. A small effect size requires a larger sample size.

20
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Describe power and its component parts

Power is a combination of the effect size, chance of making a type 2 error, and sample size

21
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What is beta?

Probability of making a type 2 error

22
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Provide an example of Type I bias

Saying there is a significant association where there is nothing. (Telling a man he is pregnant).

23
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Provide an example of Type 2 bias

Saying there is no association when there is one (telling pregnant woman she is not pregnant).

24
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What is a case control study?

A study that starts with the outcome

25
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A relative risk of 2.46 (95% CL 0.86-2.72) indicates what?

That there is no association between the exposure and the illness

26
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Your study reports a relative risk of 0.24 with a p-value of 0.03, You know the exposure interest is:

a protective exposure

27
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A higher absolute risk difference decreases the number needed to treat (NNT)

True

28
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You enroll 45 women with ovarian cancer in your study and ask them about their smoking status over the last ten years. This data will allow you to calculate the relative risk of developing ovarian cancer if you smoke.

False

29
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A pedestrian jaywalking at rush hour has a high ____ risk of being hit by a car.

Absolute

30
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The prevalence of influenza decreases in your community. How would this affect the positive predictive value of nasal swabs to detect influenza? 

It decreases the positive predictive value

31
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Pearson’s correlation coefficient is used for multiple comparison groups and can include ordinal variables

False

32
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Logistic regression generates an odds ratio, or the odds or probability of the outcome occurring versus not occurring

True

33
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The value of the coefficient of determination is that you can calculate the percentage of variance of one variable explained by another

True

34
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Linear regression is conducted with a nominal dependent variable and an interval-ration independent variable

False

35
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Multiple regression is used when you want to predict a dependent variable with more than one independent variable

True

36
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A statistically significant correlation is equivalent to causation.

False

37
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When a correlation coefficient is negative, the interpretation is:

The relationship between the variables is inverse or negative

38
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A statistically significant regression coefficient represents clinical significance

False

39
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The adjusted r² is used to reduce the chances of overestimating the amount of variance explained by the model.

True

40
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Spearman correlation includes one ordinal variable and one interval/ratio variable from a single population

True

41
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An F-statistic is calculated by

Dividing the mean squares between groups by the mean squares within groups

42
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When you find a statistically difference in ANOVA, the results tell you immediately which groups have different mean values

False

43
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What level of measurement are the variables in an ANOVA

Nominal or ordinal and interval

44
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ANOVA is used for comparing ordinal and nominal variables

False

45
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Repeated measures ANOVA can increase the power of the study and decrease Type II error when used appropriately

True

46
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Difference in height between 4th grade and 5th grade students

Independent T-test

47
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Comparing the use of e-cigarettes (yes/no) and drinking (none, sometimes, frequent, daily) among high school students.

Chi-square

48
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Comparing weight gain among pregnant women in 3 age categories.

ANOVA

49
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Mean A1c level over three data collection points for one group of adults.

Repeated Measures ANOVA

50
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51
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52
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53
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54
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