FINAL Exam - MCQ Flashcards
The correlation coefficient can be any numerical value between:
0 and 1
- 0.1 and 0.1
- 1 and 1
- 1 and 0
-1 and 1
The correlation coefficient:
A) tells you whether the relationship is significant or not
B) makes the scatterplot redundant
C) should be interpreted alongside the relevant scatterplot
D) tells you whether the relationship found between variables is likely to a chance finding
C) should be interpreted alongside the relevant scatterplot
A correlation of -0.5 would indicate a scatterplot in which the slop is:
A) upwards
B) horizontal
C) downwards
D) curvilinear
C) downwards
A correlation of -0.5 would indicate a scatterplot where:
A) had of the points the scatterplot sit on a straight line
B) there is a moderately good fit between the straight line and the points on the scatterplot
C) all of the points sit perfectly on straight line
D) there is a very poor fit between the straight line and the points on the scatterplot
B) there is a moderately good fit between the straight line and the points on the
Regression:
A) can be used on the same data as those used for a correlation analysis
B) is exactly the same as the correlation coefficient
C) should be used when you fail to find a significant correlation
D) Is a harder way to do correlation
A) can be used on the same data as those used for a correlation analysis
The predictor variable is:
A) the y-variable
B) the vertical Axis
C) the outcome that is being predicted in an analysis
D) the ‘known’ variable
D) the ‘known’ variable
Regression is represented on a:
A) pie chart
B) bar chart
C) scattergram
D) Compound bar chart
C) scattergram
In regression, the horizontal axis ( x-axis ) of the graph should:
A) Represent the residuals
B) represent the variable for which the prediction is being made
C) represent either the predictor or the criterion variable
D) represent what is being predicted
B) represent the variable for which the prediction is being made
The criterion variable is:
A) the variable that is used to make predictions
B) the outcome that is being predicted in an analysis
C) presented on the x-axis
D) represented on the horizontal axis
B) the outcome that is being predicted in an analysis
If one wishes to predict performance in tennis finals from performance in semi-finals:
A) performance in the finals is the criterion variable
B) there must not be a correlation between semi0final and final performances
C) performance in the semi-finals is the criterion variable
D) performance in the finals is the predictors variable
A) performance in the finals is the criterion variable
The regression line:
A) the best fitting straight line through the points in the scattergram which minimises the squared deviations from the points
B) the best fitting straight line through the points in the scattergram which maximises the squared deviations from the points
C) usually curved
D) the best fitting straight line through the points in the scattergram
A) the best fitting straight line through the points in the scattergram which minimises the squared deviations from the points
The point at which the regression line cuts the vertical axis is:
A) always zero
B) is always the average score on the predictor variable
C) irrelevant to making the prediction
D) sometimes positive, sometimes negative
D) sometimes positive, sometimes negative
The related t-test assumes:
A) the two sets of scores are form different samples
B) all the scores are the same
C) there is a relationship between the tow sets of scores
D) there is a correlation between the means of the two sets of scores
C) there is a relationship between the tow sets of scores
The dependent variable is:
A) the experimental conditions
B) not applicable; the dependent variable only apples to regression
C) in the related t-test, the dependent variable is known as the independent variable
D) the scores
d) the scores
If half the participants are put in the experimental condition before the control condition and the other hand do the reverse of this, this is known as:
A) counterbalancing
B) order-reversing
C) matching
D) and independent design
A) counterbalancing
The related t-test is really:
A) an unrelated t-test performed twice
B) a one-sample test based on the difference scores
C) a two sample test ignoring one of the samples
D) two one-sample tests
B) a one-sample test based on the difference scores
The untreated t-test assumes:
A) the two sets of scores have the same mean
B) the mean is the same as the SD
C) there is no correlation between the two sets of scores
D) the independent and dependent variables are unrelated
C) there is no correlation between the two sets of scores
In an unrelated t-test, the independent variable is:
A) the scores
B) not applicable; there is no independent variable
C) the experimental conditions
D) a measure of whether variables are related or unrelated
C) the experimental conditions
In APA style, a non-significant result should normally:
A) be reported with p > .05
B) be reported by stating ‘not sig’ or ‘ns’ only
C) not be reported
D) be reported as an exact value to three decimal places
D) be reported as an exact value to three decimal places
here is an example of how to report an ANOVA result in APA style: ‘the main effect for alcohol was significant , F(1, 12) = 31.68, p < .001’. What else could be included in this description
A) the value of the test statistics
B) an indication of the degrees of freedom
C) a measure of the effect size
D) a symbol for the test statistic
C) a measure of the effect size
What is a common way to report the results of a regression analysis?
A) using a table
B) describing the model in a table and the regression weights for predictors in the text
C) using a graph
D) describing this in the test
A) using a table
In APA style, the percentages should normally:
A) not include the % symbol
B) not be used; means and SD should be used instead
C) be reported without decimals places
D) only be reported in a table
C) be reported without decimals places
What is missing from this chi-square result: x^2 (2, N = 146), p < .001?
A) whether a one-tailed or two-tailed test was used
B) the value of the test statistic
C) the probability or significance level
D) the sample size
B) the value of the test statistic
Chi-square is used on:
Scores
Parametric Data
ranks
frequencies
frequencies
Chi-square is typically expressed as:
Y^2
Y = bX + a
Chi^2
X^2
X^2