W2: RQ for Associations (Page 1-22) Flashcards

1
Q

What does a good research question contain:

A
  1. ) A question
  2. ) All constructs being investigated
  3. ) The study population
  4. ) A verb that indicates the type of relationship among constructs being proposed
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2
Q

What are the 3 types of verbal forms of relationships

A

Difference; Association; Prediction

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3
Q

What does DAP involve

A
Association = Correlation
Prediction = Linear Regression
Difference = Differences between groups
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4
Q

What is a population

A

COMPLETE set of all individuals relevant to our research question

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5
Q

What is a sample

A

SUBSET of individuals selected by some sampling scheme from the population, assumed to be representative of that population

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6
Q

How many population and samples are relevant in our research question

A

1 population but there can be (theoretically) many possible samples drawn from that population

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7
Q

What is a construct

A

Unobservable attributes to explain human behavior

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8
Q

What is a measure. What are some conditions for a measure?

A

Method to measure people on a construct to obtain a construct score.

Measure must be valid and reliability

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9
Q

What is a score

A

Numerical value of the construct measure

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10
Q

What is a raw score and what are they generally indicated by

A

Values obtained directly from the construct measure.

They are generally indicated by a capital letter (X,Y), which is a variable containing a set of values

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11
Q

What is a deviation score and what are they generally indicated by.

Hence

A

The mean is subtracted from the individual score.

They are generally indicated by lower case letter (x,y)

Hence, X - mean(x) = x

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12
Q

What is a z score. What is the mean and sd of z scores

A

Particular kind of standardized score by dividing a deviation score by standard deviation

Mean = 0
SD = 1
(always)

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13
Q

What is a standardized score (Generally speaking)

A

Raw scores that have been transformed such that they have a predefined mean and a predefined scaling for each unit standard deviation.

IQ: 100
Z: 15

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14
Q

Why do we call something a random variable

A

Each value has an associated probability of ocurrene

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15
Q

What is the difference between continuous and discrete random variables

A

Continuous: Any numerical value within a defined interval (e.g. 0 to 100)

Discrete: Finite number of distinct values (e.g. integers 1,2,3,4,5)

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16
Q

If both measures are continuous, we use ___

A

Correlation

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17
Q

If both measures are categorical, we use ____

A

Contingency Tables

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18
Q

What is summary characteristics

A

Some kind of aggregation undertaken on
the individual values in one or more variables to produce a single quantity that is
informative about the values (e.g. mean; standardd deviation)

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19
Q

PPSS

A

Population - Parameter; Sample - Statistics

20
Q

What is population parameter and sample statistics

A

PP = Aggregated summary characteristic of individual scores derived from all members of a population

SS = Aggregated summary characteristic of individual scores calculated in a single sample drawn from a population (i.e. there can be many values for a sample statistic, one for each sample drawn from the same population)

21
Q

Do sample distributions vary. What does this imply about the sample mean.

A

Yes. Sample mean, etc… will randomly differ

22
Q

What is the benefit of scatter plot

A

Useful for indicating an association. Can be linear/non-linear

23
Q

What is a Pearson Correlation

A

Measure of LINEAR SYMMETRIC association between 2 CONTINUOUS variables

24
Q

How are associations between multiple variables often presented

A

Often a correlation matrix

25
Q

What do we use to identify patterns among multiple variables

A

Correlation plots are preferable for identifying patterns among multiple variables

26
Q

Is positive or negative in value important when discussing association strength

A

No. We ignore positive or negative

27
Q

What is the population correlation coefficient

A

p (rho). Correlation calculated on everybody in a population

28
Q

What is the sample correlation coefficient

A

r. estimated on a sample drawn from a population

29
Q

Do we often know p (rho)?

A

Almost certainly unknown.

We use the known sample value to estimate the unknown population value (point of research)

30
Q

What is a sampling distribution/distribution of values

A

A sample statistic obtained from a large number of repeated samples taken from a population

31
Q

What are the effects of having a larger sample size

A

Larger sample reduces variability of the sampling distribution (i.e. more narrow)

32
Q

What is the SD of the sampling distribution

A

Standard Error.

33
Q

What can each sample statistic value be regarded as

A

An estimate of the population parameter value

34
Q

What is a confidence interval. What does it have.

A
  • Range of plausible values* of an unknown population parameter based on the (1) value of a single sample statistic and (2) its standard error.
  • Lower bound and upper bound value. Typically set as 95%.
35
Q

What is a random sample. How is it typically done

A

A Simple Random Sample is one where each member of the population has an EQUAL probability of being selected.

It is typically done via. a uniform probability distribution (without replacement)

36
Q

When we transform a score into a standardized score, what actually changes

A

Only the scaling of the variable

37
Q

When we transform item scores as continuous, what we declare them in R

A

Declare them as numeric variables

38
Q

When we treat item scores as discrete, what we delcare them in R

A

Declare them as factor variable

39
Q

If we measure everyone in the population on a construct, then the set of scores form a …

A

Population distribution (There is only one)

40
Q

If we measure everyone in a single sample from a construct, then the set of scores form a …

A

Sample Distribution (There are many possible)

41
Q

Will the population distribution be larger/smaller than a sample distribution

A

Much Larger

42
Q

What does it mean by “symmetry” in a Pearson Correlation

A

Correlation of X and Y = Correlation of Y and X

43
Q

What is the correlation value always between

A

-1 to +1

44
Q

Will any kind of sample statistic have a corresponding sampling distribution. Elaborate

A

In Theory, yes.
- Anytime we have a distribution of values, we can calculate summary characteristics.

Under conditions, as Sampling increases,

  1. ) Mean of sampling distribution will get closer to unknown population parameter value
  2. ) SD can be calculated (known as Standard Error)
45
Q

How many types of scores are there

A
  1. ) Raw Score
  2. ) Deviation Score
  3. ) Z-Score
  4. ) Standardised Score

Deviation, Z and Standardized Scores are transformations of Raw Score

46
Q

What do the scores and the transformation actually change

A

Only the scaling of the variable are changed