Apendix Flashcards

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1
Q

descriptive statistics

A

descriptive statistics quantitatively describe a population or set of data.

provide information about the data involved in the study.

example : number of subjects, proportion of subjects of each sex, average age.. etc… whatever relevant to the study.

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2
Q

What does descriptive statistics include?

A

measures of central tendency ( such as mean median mode)

measures of variability ( such as range and standard deviation)

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3
Q

Measures of central tendency

A

it summarizes or describes the entire set of data in some meaningful way.

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4
Q

Mean

A

Mean is the average of a given sample

it can be both useful and deceptive. Since it usually does not account for the most accurate understanding of the whole group. example, if 10 people in a group earns minimum wage and one person is a billionaire, then the mean would resemble a number by which we will understand everyone is wealthy.

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5
Q

Median

A

It is the middle number in a data set.

Put the numbers in a consecutive order and then find the middle number.

ODD number of numbers : there will be a single number that will be the median

EVEN number of numbers : median is determined by averaging the two middle numbers.

Usefulness : in finding the midpoint of the data, but does not say much about the outliers. It will give a good idea about the salaries of the 10 person but will not include the billionaire persons salary.

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6
Q

Mode

A

most frequently recurring number in the data.

if there are no numbers that occur more than once, then there is no mode. if there are multiple numbers that occur most frequently, each of those numbers is a mode.

modes are never averaged.

Mode is particularly useful in describing scores, e.g. test scores.

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7
Q

Range

A

the range is the difference between the smallest and the largest number in a sample.

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8
Q

Standard Deviation

A

It is the degree of variation from the mean.

The standard deviation is more useful than the range for calculating how much the data vary.

it can determine if the numbers are packed together or dispersed because it is a measure of how much each individual number differs from the mean.

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9
Q

Normal distribution

A

very important in the study of human behaviour.

large sets of data e.g. height, weight, often form a symmetrical bell shaped distribution when graphed by frequency.

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10
Q

Frequency

A

number of instances.

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11
Q

what does a low standard deviation indicate?

A

It reflects that data points are all similar and close to the mean.

A high standard deviation indicate that the data are more spread out.

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12
Q

Example of normal distribution and standard deviation

A

look at book page 299 and 300

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13
Q

Percentile

A

often used when reporting data from normal distributions.

they represent the area under normal curve, increasing from left to right.

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14
Q

what does a score in the 75th percentile indicate?

A

a score in the 75th percentile is higher than 75% of the rest of the scores.

see book page 301 for example.

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15
Q

What does inferential statistics allow us to do?

A

inferential statistics allows inferences or assumptions to be made about data.

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16
Q

what can we do with inferential statistics?

A

using inferential statistics such as a regression coefficient or a t-test, you can draw conclusions about the population you are studying. Inferential statistics starts with a hypothesis and checks to see if the data prove or disprove that hypothesis.

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17
Q

variables

A

variables are the things that statistics is designed to test.

we check if an independent variable has an effect on the dependant variable.

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18
Q

independent variable

A

an independent variable is the variable that is manipulated to determine what effect it will have on the dependent variable.

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19
Q

dependent variable

A

a dependent variable is a function of the independent variable. As the independent variable changes, so does the dependent variable.

typically an independent variable is altered in a behavioral experiment and the dependent variable is the one measured.

20
Q

Common independent variables in behavioral sciences include :

A

age, sex, race, socioeconomic status, standardized measures and scores etc

21
Q

Sample size

A

sample size refers to the number of observations or individuals measured.

Typically denoted with N

22
Q

What does a larger sample size indicate?

A

increased accuracy

23
Q

statistical power

A

it is essentially the likelihood that you have enough subjects to accurately prove the hypothesis is true within an acceptable margin of error.

bigger sample sizes are always better. the larger the sample size, the more likely that you can draw accurate inferences about the population that the sample was drawn from.

24
Q

Random Samples

A

A random sample is a subset of individuals from within a statistical population that can be used to estimate characteristics of the whole population.

25
Q

What happens if the subset is not selected randomly?

A

if the subset is not selected randomly, then this non-randomness might unintentionally skew the results, which is called sampling bias.

26
Q

Two samples are considered to be significantly different is the p-value is below +-

A

0.05

27
Q

What if two data sets are determined to be statistically significantly different ( the p-value is below +- 0.05) ?

A

Then it can be concluded with 95% confidence that the two sets of data are actually different.

28
Q

Correlation

A

Expresses a relationship between two sets of data using a single number, the correlation coefficient ( usually represented as R of r)

a correlation coefficient can have a maximum value of +1 and minimum value of -1.

29
Q

Positive correlation

A

meaning a coefficient greater than zero

Indicates a positive association between the two variables, that is, when one variable increases, the other also tends to increase as well.

and vice versa - one decrease, the other also decrease.

30
Q

Negative Correlation

A

meaning a coefficient that is less than zero

when one increases, the other tends to decrease.

31
Q

What does a correlation coefficient of exactly 0 indicate?

A

It indicated that there is no linear relation between the two variables.

32
Q

does correlation imply causation?

A

NO

33
Q

Can we draw conclusions based on behavioral problems?

A

NO

the cream and new york murder rate correlation.

there is always a number of other factors that influence.

in the ice cream nurder example, a logical third factor might be temperature. as the temperature increases, so does the murder rate in new york city.

34
Q

Reliability

A

Reliability is the degree to which a specific assessment tool produces stable, consistent and replicable results.

The two types of reliability that you should be able to recognize on the exam are test-retest reliability and inter-rater reliability

35
Q

Test-retest reliability

A

is a measure of the reliability of an assessment tool in obtaining similar scores over time. In other words, if the same person takes the assessment 5 times, their scores should be roughly equal, not wildly different.

36
Q

Inter-rater reliability

A

Is a measure of the degree to which two different researchers or raters agree in their assessment.
For example, if two different researchers are collecting observational data, their judgements of the same person should be similar, not wildly different.

37
Q

Validity

A

Validity refers to how well an experiment measures what it is trying to measure.There are three important type of validity: internal, external and construct.

38
Q

Internal validity

A

refers to whether the results of the study properly demonstrate a casual relationship between the two variables tested.

highly controlled experiments (with random selection, reliable instruments etc. ) may be the only way to truly establish internal validity.

39
Q

What are confounding factors?

A

confounding factors are hidden variables ( those not directly tested for) that correlate in some way with the independent or dependent variable and have some sort of impact on the results.

40
Q

External validity

A

Refers to whether the results of the study can be generalized to other situations and other people.

Generalizability is limited to the independent variable.

These are the things that MUST be controlled :

  • sample must be completely random
  • all situational variables must be tightly controlled
  • cause and effect relationships may not be generalizable to other settings, situations, groups, or people.
41
Q

Construct validity

A

is used to determine whether a tool is measuring what it is intended to measure. e.g.. does a survey ask questions clearly?

42
Q

`what happens in a Randomized controlled trial?

A

There are two groups, a treatment group and a control group.
The treatment group receives the treatment under investigation and the control group either receives no treatment, a placebo or ( the current standard care (this one is used mostly in most medical studies)

43
Q

What can answer questions about the effectiveness of different therapies or interventions?

A

Randomized controlled trials

44
Q

How does randomization helps?

A

Randomization helps avoid selecting a sample that is biased, and having a control group allows for a comparison.

45
Q

Double -blindedness

A

attempts to eliminate subjective, unrecognized biases held by the subjects and the researchers.

In a double blinded experiment, neither the participants nor the researchers know which participants belong to the control group, as opposed to the test group. After all the data has been recorded, the researchers learn which participants were which.

46
Q

What is a critical part of the double - blinded experiment?

A

Random assignment of test subjects to the experimental and control groups is a critical part of any double - blind research design.

47
Q

In which cases are the double- blind methods perfect?

A

Situation in which there is a possibility that the results will be affected by conscious/unconscious bias on the part of researchers, participants or both.