Research: Lecture 4 (quiz 3) Flashcards

(54 cards)

1
Q

Parameter

A

descriptive value for a population

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2
Q

Statistic

A

descriptive value for a sample

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3
Q

Mean

A

average
-most commonly used
-only used with interval/ratio
-influence by outliers
-toward the tail opposite of mode

μ, x

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4
Q

When shouldn’t you report the mean?

A

if you have outliers/extreme scores, the mean will be pulled towards the extremes (towards the tail) and will not provide a central value.

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5
Q

Variance

A

SD^2 or (distance from mean)^2/ n-1

σ^2

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6
Q

Standard Deviation

A

the standard (average) distance between a score and the mean
- Square root (distance from mean)^2/ n-1

σ

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7
Q

Frequency Distribution

A

organized picture of an entire set of scores

histogram, smooth curve, stem and leaf

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8
Q

Smooth Curve

A

emphasizes the fact that the distribution is NOT showing the exact frequency for each category
-want it to be symmetrical (normal curve, mean and median are equal)

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9
Q

1 SD in a normal distribution

A

68.26% (34.13%)

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10
Q

2 SD in a normal distribution

A

95.44% (13.59%)

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11
Q

3 SD in a normal distribution

A

99.72% (0.13%)

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12
Q

Histogram

A

shows all the frequencies of the distribution

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13
Q

Positive vs. Negative Skew

A

non-symmetrical distribution
-named for tail

Positive: scores pile up at low values, tail points to high values

Negative: scores pile up at high values with tail at low

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14
Q

Kurtosis

A

peakedness of the distribution

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15
Q

Leptokurtic

A

skyscraper
-higher and thinner peak
-low variability
-easier to get significance

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16
Q

Platykurtic

A

hill
-lower peak
-higher variability
-harder to get significance

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17
Q

Stem-And-Leaf Display

A

preserves the original data values
It’s especially useful for small to moderately sized data sets.
-each score divided into a stem (first digit) or leaf (last digit)

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18
Q

Central Tendency Measures

A

describes the center of the distribution and represents the entire distribution of scores as a single number (mode, median, mean)

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19
Q

Mode

A

most frequent
-used in all data
-located on one side near peak, other farthest from mean
-bimodal, multimodal

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20
Q

Median

A

middle: 50% of the scores in the distribution have values that are equal or less than the median
-used for ordinal, interval, or ratio
-unaffected by outliers
-can’t show significant difference
-between mean and mode

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21
Q

what is the difference in the location of the mean, median, and mode in a symmetric distribution versus a skewed distribution

A

symmetric: mean, median, and mode all located equally at the peak

skewed:
- mode: located at peak
- median: located in between mode and mean
- mean: towards the tail away from peak

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22
Q

Variability

A

how spread out the data is
-descriptive (how spread out) and inferential stats (how accurate to population)
-measured by range or SD

23
Q

what is the difference between large and small variability

A

small: good representation

large: distorted representation

24
Q

How to calculate variance

A

1: find the mean
2: subtract values from the mean (deviation)
3: square the deviations
4: find sum of squared deviations
5: for sample: divide by n-1
for population: divide by N

25
Range
total distance covered by the distribution (highest score - lowest score)
26
SD in Normal Distribution
70% of scores 1 SD of mean (35+/-) -95% of scores 2 SD of mean -99% of scores 3 SD of mean ## Footnote standardized, mean is 0
27
how to calculate SD
take the square root of the variance
28
Z Score
where a score is located relative to other scores -# of SD above or below mean -descriptive (where in curve) and inferential stats (reference to population) ## Footnote z= score-mean/SD
29
how to calculate z-scores (transforming X to z)
(score - mean)/ standard deviation
30
Inferential Statistics
infer things about the population based on sample
31
Probability
proportion under the curve -z score creates % as body or tail
32
You receive a score that is exactly one standard deviation above the mean. What percentage of scores are below your score?
84 | 34+34+13.5+2.14+0.13
33
According to the central limit theorem, if you have number, not letters _______ participants in your study normality can be assumed.
30
34
If a research study is under powered which of the following threats to the validity of this research study exists?
statistical validity
35
If a research study is claims they studied fitness in DPT students as measured by BMI which of the following threats to the validity of this research study exists?
construct validity
36
Which of the following types of internal validity threats exist in a research study that is investigating improving ambulation in children 12 months to 24 months in which all participants receive PT once per week for 6 months.
maturation regression towards the mean
37
face validity
does an instrument measure what it is supposed to measure based on simple **observation**
38
content validity
does the instrument used cover the entire domain to be measured (what experts agree it measures)
39
criterion based validity
the degree to which the outcomes of one test correlate with the outcomes of a **gold standard test**
40
concurrent validity
the degree to which the outcomes of one test correlate the outcomes of **another test **
41
predictive validity
can an instrument be used to predict some future performance/outcome
42
construct validity
the degree to which a theoretical construct is measured by an instrument Does the test actually measure what it claims to measure?
43
test-retest reliability
can successive measurements by an instrument be consistent
44
intra-tester reliability
can the **same** rater get the same score?
45
inter-rater reliability
can **different** raters get the same score?
46
descriptive studies
simply describe data - surverys - retrospective data - normative data - qualitative data
47
exploratory studies
looking at relationships between variables - correlational - predictive - methodological - case control - quasi-experimentals - single subject
48
experimental studies
true experimental design with randomization
49
ROC
a measures to help establish cut off scores for a specific measure - want more area under the curve for higher sensitivity/specificity -plot of sensitivity vs. specificity
50
alpha level
preset significance level - the point at which you would consider the result highly unlikely - 0.05: 5% risk of committing a type 1 error (saying something is significant when it isn't) false positive
51
p-value
actual probability that the results occurred just because of sampling error p<0.05: reject null hypothesis (significance) p>0.05: fail to reject null hypothesis (no significance)
52
null hypothesis vs. alternative hypothesis
null hypothesis: proposes there is no significant difference between groups alternative: statement about the expected outcome or relationship between variables of a study
53
meta-analysis
a systematic review that statistically combines the results of multiple studies into a single, pooled estimate
54
cohen's D
a measure of effect size the larger differences in groups, the larger the effect size less variability = larger effect size (mean 1 - mean 2) / mean of SD's 0.2 = small 0.5 = medium 0.8 = large