quantitative data analysis Flashcards

1
Q

descriptive statistics

A

are summary statistics that allow the researcher to organize data in different ways that give meaning and facilitate insight
can be used to describe the sample
ex mean age, education level, gender

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2
Q

inferential statistics

A

statistics designed to allow inference from a sample statistic to a population parameter
- allows the researcher to estimate how reliably they can make predictions and generalize findings

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3
Q

what are the 4 levels of measurement

A

nominal, ordinal, interval, ratio

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4
Q

nominal

A
  • classified in mutually exclusive categories
  • no ranking within the categories
    ex: gender, marital status
  • mean, mode, frequency of distribution
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5
Q

ordinal

A
  • data must be mutually exclusive and exhaustive and is sorted on the relative ranking of variables
    example: education level or a likert scale
  • mode, median
  • rank order of coefficients, range, percentile
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6
Q

interval

A

mutually exclusive categories, exhaustive categories and ranking order plus the distances between the intervals are numerically equal
- no zero point on the interval scale
ex: temperature
- mean, median and mode
- range, percentile, standard deviation

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7
Q

ratio

A
  • highest level of measurement
  • mutually exclusive, exclusive and exhaustive categories, ranking order, equal space between intervals and a continuum of values
    ex: weight, length and volume
  • absolute zero exists - can be an absence of weight
  • mean, median and mode
  • range, percentile, standard deviation
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8
Q

frequency distribution

A

the number of times each event occurs is counted and data is then grouped according to categories; the frequency of each group is reported

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9
Q

mean

A

average
calculated by summing values and dividing that sum by the number of values

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10
Q

median

A

the midpoint in a set of values
50% of distribution fall below the median and 50% above the median

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11
Q

mode

A

the most frequently occurring score in the distribution

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12
Q

normal distribution

A

a theoretical concept that observes that interval or ratio data group themselves about a midpoint in a distribution closely approximating the normal curve
- mean, median and mode are equal

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13
Q

positive skew

A

low range mean

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14
Q

negative skew

A

high range mean

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15
Q

range

A

is the difference between the highest and lowest scores
simplest but most unstable measure of variability

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16
Q

percentile

A

is the percentage of cases a give score exceeds
- median is the 50th percentile
- a score in the 90th percentile is only exceeded by only 10% of scores

17
Q

standard deviation

A

the average amount of variability in a set of scores or the scores average deviation from the mean
- a measure of how dispersed the data is in relation to the mean, calculated using statistical formula
- the average distance from the mean
- low standard deviation = data are clustered around the mean
- a high standard deviation = data are more spread out

18
Q

inferential statistics

A

combine mathematical processes with logic and allow researchers to test hypotheses about populations by using data obtained from probability samples
purpose:
- to estimate the probability that statistics found in the sample accurately reflect the population parameter
- test a hypothesis about a population

19
Q

parameter

A

a characteristics of a population
- a well defined set that has specific properties

20
Q

statistic

A

is a characteristic of a sample and is used to estimate population parameters

21
Q

parametric tests

A

are statistical procedures that can be used when three assumptions are present
- the sample from the population has a normal distribution
- level of measurement must be interval or rate with a normal distribution
- sample was obtained through a random sampling procedure

22
Q

non-parametric tests

A

are statistical procedures that can be used when
- the sample from the population does not have a normal distribution
- level of measurement is nominal or ordinal
- sample was obtained through a non-random sampling procedure

23
Q

hypothesis

A

H1
a formal statement of the expected relationship between 2 or more variables in a specified population

24
Q

null hypothesis

A

H0
states there is no relationship between the variables being studies, used for testing and interpreting statistical outcomes

25
Q

type I error

A

rejection of the null hypothesis when it is actually supposed to be retained
- stating a relationship exists when it does not

26
Q

type II error

A

retaining the null hypothesis when it should be rejected
- can occur if sample is too small
- stating there is no relationship when there is one

27
Q

level of significance or alpha

A

is the probability of making a type I error
- 0.05

28
Q

statistical significant hypothesis

A

unlikely that the findings have occurred by chance
- if the alpha is 0.05, then 95% change the researcher will make the correct conclusion

29
Q

practical significance

A

is the practical value that the study contributes