Guide to using the learning objectives
1.
Outline3
two reasons why descriptive methods cannot test causal hypotheses.
2.
Identify
which of the following research goal(s) can be achieved using descriptive
methods: description, prediction, explanation, and control.
3.
Discuss2
how descriptive methods can help researchers predict what will happen.
Provide3 an example that is not from your text.
4.
Defend4
the following statement, “we need science when describing
behavior.”
a. Provide3 four reasons in
defense of the above statement.
b. Generate5 a brief
explanation why each of these four reasons is important.
5.
Defend4
the following statement, “the key to getting a representative sample is
to get a large and random sample.” Discuss2 what each of the
following terms mean as you generate your answer:
a. representative
b. random
6.
You
did an experiment looking at the effect of chocolate consumption on
memory. You also collected data on
age, gender and birth order.
Later, you decide to see if birth order was related to memory.
a. Explain2 why this
research (birth order and recall) would be considered ex post facto.
b. Suppose this ex post facto research
suggested that first-born children had better memory than later-born children.
i. Construct3 a question to assess the study’s
external validity.
ii. Construct3 a question to assess the study’s
construct validity.
iii. Construct3 a question to
assess the study’s internal validity.
7.
Define1
the term archival data.
8.
Describe2
and provide3 an example of each of the following:
a. collected and coded data
b. collected but uncoded data
9.
Define1
content analysis and explain2 why it is valuable.
10.
Describe2
an example of archival data. Criticize2 or praise2 the
internal, external, and construct validity of archival data.
11.
Examine4
the relationship between archival data and the psychologist’s desire to
understand the individual.
12.
Provide3
an example of each of the following:
a. naturalistic observation
b. participant observation.
13.
Compare4
and contrast4 naturalistic and participant observation.
a. How are they similar?
b. How are they different (be sure to
address their different strengths and weaknesses)?
14.
Imagine
you were going to use observation to study rudeness. Decide6 whether
you would use participant observation or naturalistic observation. Justify6
your decision.
15.
Describe2
two problems with using observation. For each problem, discuss2 how
you could minimize the problem.
16.
Imagine
you were to study extroversion and had to choose between using observation or
using tests. Compare4 the advantages and disadvantages of each in
terms of internal, external, and construct validity. Then, decide6
which method you would use and justify6 your decision.
17.
Define1
positive correlation, negative correlation, and zero correlation.
18.
Explain2
how you can determine from a scatterplot graph whether the correlation (degree
of relationship) between 2 variables is positive, negative, or zero.
19.
Generate5
a graph that illustrates the following data on scores on an assertiveness scale
and scores on an extroversion scale:
assertiveness = 8, extroversion = 59
assertiveness = 11, extroversion = 63
assertiveness = 10, extroversion = 57
assertiveness = 7, extroversion = 54
assertiveness = 12, extroversion = 64
20.
Distinguish4
between a relationship described by a Pearson r with a positive sign and one
described by a negative sign.
21.
Explain2
the difference between a strong correlation and a weak correlation.
22.
Fill
in four tables like the table below with the hypothetical results of four
studies that looked at the relationship between participants’ skill at
winning at the game “Paper, scissors, stone” and
participants’ grade-point average. Generate5 results that
would express
a. A strong positive correlation
b. A strong negative correlation
c.
A weak
positive correlation
d. A weak negative correlation
|
|
Participant’s number of
wins in “paper, rock, scissors” game |
|
|
Participant’s
Grade Point Average |
|
|
|
|
Below
Average |
Above
Average |
|
Below
Average |
|
|
|
Above
Average |
|
|
23.
Define1
coefficient of determination. Explain2 how to calculate the coefficient of
determination from the Pearson r.
24.
Explain2
(by calculating the coefficient of determination) why
a. A negative correlation of -.50 does not indicate a weaker
relationship than a positive correlation of +.50
b. A correlation of -.50 is stronger
than a correlation of +.30
c.
A
correlation of –50 indicates a stronger relationship than a correlation
of -.30
d. A correlation of +0.1 indicates a
weak relationship between variables.
25.
Explain2
why obtaining a correlation of .30 in your sample might not indicate that the two variables are correlated in
the population.
26.
Explain2
why
a. the correlation between two
variables is more likely to be significantly different from 0 in a study
obtaining a correlation coefficient of .90 between the two than in a study
obtaining a correlation coefficient of .10.
b. the correlation between two
variables is more likely to be significantly different from 0 in a study
obtaining a study based on 100 participants that obtains a correlation
coefficient of .30 between two variables than in a study based on 10
participants that obtains the same .30 correlation.
27.
Explain2
the importance of having a random sample of a population for enabling you to
know whether you can generalize your results to the population.
28.
Define1
median split. Use4 a median split (based on introversion scores) to place
the following participants into groups.
Participant |
Introversion
score |
Happiness
score |
|
Juan |
10 |
6 |
|
Sarah |
5 |
7 |
|
Albert |
4 |
8 |
|
Maria |
9 |
9 |
29.
Compare4
and contrast4 the advantages and disadvantages of using a median
split—instead of testing whether the correlation is significantly
different from zero— to look at the relationship between introversion and
happiness. (Be sure to discuss power in your response.)
30.
Explain2
why, in terms of power, “statistical tests that use more information,
provide more information.” Then, rank6 the power of the
following: (a) ANOVA, (b) t
test based on a medium split, (c) t test to determine the significance of a correlation
coefficient.
31.
Defend4
the following statement, “with correlational research, significant
results do not allow you to make
cause-effect statements.”
32.
Explain2
why you might obtain a significant correlation between two variables even
though the variables are not really related (a “false alarm”).
Then, explain2 what you could do to avoid such a false alarm.
33.
Generate5
four reasons why you might fail to find a relationship between variables even
though such a relationship exists.