Term
Measurement requires these three things: |
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Definition
-reliability
-objectivity
-validity |
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Term
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Definition
the act of assesssing that results in assignming a number to the characteristic being assessed- the number with characteristic for a general "something"
ex) weight |
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Definition
Instrument/tool used to make the measurement.
ex) A scale used to measure weight (weight is a measurement, the scale itself is a test).
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Term
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Definition
statement of quality, goodness, or value about what was assessed. Can be formative or summative. Norm-referred standard or criterion-referenced standard.
ex) a patient is 5'8''(measurement), and on a scale (test) weighs 320lbs (measurement), they are deemed "unhealthy" (this is the evaluation) |
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Definition
Initial or intermediate evaluations; occur throughout the instructional, training, or research process.
ex) taking tests in a class througout the semester |
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Definition
Evaluations that come at the end of an instructional or training unit.
ex) The student's grade at the end of the semester. |
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What are the purposes of meausrement, testing and evaluation?
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Definition
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Term
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Definition
- Act of assessing that results in assigning a number to the characteristic being assessed.
- Quantitative value assigned to a performance
- Process of comparing a value to a standard
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Term
Measurement:
Define "data" |
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Definition
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Term
Measurement:
Define "statistics" |
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Definition
Mathematical techniques used to organize, treat, and present data for interpretation and evaluation. |
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Term
Measurement:
Define "evaluation" |
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Definition
Providing judgement based on data |
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Term
What is an example of a cognitive test? |
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Definition
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Term
what is an example of a psychomotor test? |
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Definition
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Term
what is an example of an affective test? |
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Definition
Behavioral tests
ex) In basketball, a ball gets thrown out, the other points at the opposing team saying it was out on them; in golf, it is the opposite, everyone "self-reports" |
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Term
Measurement:
Define "validity" |
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Definition
appropriateness of a test to measure what it intends to measure.
ex) police academy 2mi run test. how often in the field will they run 2mi? |
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Term
Measurement:
Define: "reliability" |
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Definition
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Term
Measurement:
Define: "objectivity" |
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Definition
Data collected without bias
ex) judging diving, gymnastics, dance, american idol |
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Term
Measurement:
Define: "Relevance" |
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Definition
The degree to which a test pertains to the objectives of the measurements |
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Term
The Process of measurement:
provide a working example... |
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Definition
How would we measure the running efficiency in the 1mi run?
different measurements:
- time
- speed
- form
- aerobic capacity
- RPE
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Term
The Process of Measurement
4 Steps |
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Definition
- ID and define what you want to measure
- decide the standard so you can use it to compare with what you identified and defined.
- make the comparison
- quantitative statement of the relationship between the two.
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Term
Define: "variable"
provide an example |
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Definition
characteristic of a person, place or thing that can have >1 value
ex) weight |
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Term
Define: Constant
provide an example |
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Definition
Characteristic that has only 1 value
ex) gravity |
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Term
Define:
Continuous variable
provide examples |
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Definition
Something that can assume any value
ex) temperature, age |
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Term
define:
Discrete variable
provide examples |
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Definition
something that is limited to whole numbers or integers
ex) gender- male and female (2)
levels of high school- frosh, soph, junior, senior (4) |
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Term
Types of research:
experimental
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Definition
discovery of knowledge through systematic manipulation
ex) lance armstrong |
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Term
Types of research:
Historical |
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Definition
Search through past records to determine what happened and why
ex) why are there 18 holes on a golf course? |
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Term
Types of research:
Descriptive |
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Definition
describes current events or conditions
ex) jane goodall |
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Term
Classification of variables
Nominal |
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Definition
Name or classify "label"
ex) type of vehicle, ID number, license tag, male/female etc
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Term
classification of variables:
Ordinal |
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Definition
order/rank
-differences between variables is unknown
-Ordinal scales are typically measures of non numeric concepts like satisfaction, happiness, discomfort, etc.
ex) football and basketball rankings |
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Term
Classification of variables:
Continuous:
Interval |
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Definition
equal units
arbitrary 0
Interval scales are numeric scales in which we know not only the order, but also the exact differences between the values.
ex) temperature
Time is another good example of an interval scale in which the increments are known, consistent, and measurable.
problem: there is no such thing as "no temperature" or "no time" |
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Term
Classificatioin of variables:
Continuous:
Ratio |
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Definition
Absolute zero
we know the distance between units and the order.
ex) $0 in an account, height, weight
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Term
define
Null hypothesis (H0) |
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Definition
Predics no relationship or difference between groups.
ex) experiment:
Tomato plants exhibit a higher rate of growth when planted in compost rather than in soil.
and a null hypothesis: Tomato plants do not exhibit a higher rate of growth when planted in compost rather than soil.
or: Tomato plants show no difference in growth rates when planted in compost rather than soil.
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Term
define
Alternative Hypothesis (H1) |
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Definition
predicts a relationship or difference between groups.
ex) children have a higher IQ if they eat oily fish for a period of time. H1: “Children who eat oily fish for six months will show a higher IQ increase than children who have not.” |
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Term
Define
Research Hypothesis |
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Definition
educated guess by the researcher based on: passing research, theories, observations. |
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Term
Example of Hypothesis testing |
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Definition
Research Question: does imagery enhance putting performance in anateur golfers?
Research hypothesis: It does enhance putting performance
Null Hypothesis: No relationship between groups that does use imagery and one that doesnt
Alternative Hypothesis: there is a difference between groups |
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Term
Define
Independent variable |
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Definition
(predictor): a variable that changes by itself without the influence on another (does not covary)
this is the variable that you are investigating |
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Term
define
dependent variable |
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Definition
(criterion): variable that does not change by itself-dependent upon changes of the independent variable
this is what you are taking measurement of
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Term
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Definition
are the results a direct influence of the treatments?
ex) weight loss study-3mo cant eat anything other than what was given
Internal validity has to do with the accuracy of the results. Results could be inaccurate if samples are not selected randomly.
watch out for:
- intervening variables: affect dependent variable but are not intentional
- instrument error: incorrect data due to faulty equipment
- investigator error: intentional or unintentional bias from the investigator
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Term
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Definition
can the results be generalized to the population in which the samples were taken?
ex) only valid for 65+, separate study needed for pre-teens who do results relate to?
External validity has to do with the generalizability of the findings to the population. If the sample selected is only Hispanics under the age of 25, then it would be hard to generalize the results to the entire US population. |
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Term
Statistical interference:
define: population |
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Definition
can be any group of persons, places, or things as long as criteria for inclusion are defined- random sample from population |
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Term
Statistical interference
Sample |
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Definition
Smaller group within population |
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Term
Statistical interference
Random sample |
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Definition
Each member has an equal opportunity to be chosen |
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Term
Statistical interference
Stratified sample |
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Definition
desired subcategories when random selection needed from a population (aging studies)
ex) must section off teen, young adults, adults, older adults |
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Term
Statistical interference
define
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Definition
Making predictions about a large group based on the results from a small group
based on the performance of a small group we "infer" the performance of the large group |
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Term
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Definition
a characteristic of the entire population
ex) in socal we get a lot of sun |
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Term
define
statistic
What is the p value in Kin? |
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Definition
a characteristic of a sample of the entire population
ex) because we get a lot of sun, we're happy
statistic is used to estimate the value of the population parameter
statistics allow us to make a statement and then cite the odds that it is correct:
in Kinesiology, you will see the "p value" at <.05. this refers to the prob. of error. You are willing to accept 5% error. odds are 95 to 5 that you are correct. |
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Term
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Definition
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a belief regarding a concept or a series of related concepts.
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they are not true or false
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good theories produce many testable hypotheses
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theories that are supported through many experiements become scientific law.
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Term
Organizing Data:
what happens if you collect data on: weight, height, gender, physical act, musc strength, must power? |
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Definition
you must organize raw data to get valuable information. |
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Term
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Definition
ordered listing of data (low --> high, high-->low) good for small data when data can be viewed on 1 page can easily view the range -range: numerical value from highest --> lowest. highest value-lowest value. |
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Term
Simple frequency distribution |
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Definition
used with two larger data sets. N>20, R<=20 contains two colums: 1 for the variable, 1 for the frequency allows you to fit data on one page for easier viewing. |
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Term
Grouped frequency distribution |
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Definition
used for data with large ranges, contains two colums: 1 for groups of the variable of interest and one for the frequency. no specific rules for sizes, just dont make groups too small or too big for purposes of not hiding information
ex) age: 40-45 5 35-39 8 30-34 15 |
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Term
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Definition
Visual rep. of data types: bar graph/histogram, line graph or frequency polygon, cum. freq graph. |
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Term
Name and descriptions of types of curves |
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Definition
normal curves, mean/median/mode are the same. mesokurtic- looks the most normal. polykurtic: wider and more shallow, very diff scores leptokurtic: tall and slim. ex) a class with sim. scores on an exam |
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Term
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Definition
results from data that is not normal. Neg skewed vs normal vs positively skewed. remember: negatively skewed-skiier going off cliff |
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Term
Bimodal or Multimodal curve |
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Definition
curve with more than one mode two lumps in the graph |
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Term
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Definition
point or position on a continuous scale of 100 theoretical divisions. OR percent of the observed that fall at a given point to below that point |
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Term
Percentile example: Sheena did 200lbs (raw score) on a 1RM squat test. Is this good or poor? |
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Definition
We need to evaluate her based on the performance of other competitors. Sheena is in the 85th percentile. a percentile score of 85% means that sheens is greater than or equal to 85% of her competitors. So, she may be good if compared to us, but if compared to a shot putter, she is probably poor. |
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Term
Common percentile divisions: QUARTILES Q1=? Q2=? Q3=? Q4=? |
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Definition
Q1= 0-25th percentile Q2=25-50th Q3= 50-70th Q4= 75-100th ex) academic school prestigious Q4>= 75% of all schools |
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Term
common percentile divisions: DECILES |
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Definition
same premise as quartiles but divided into ten parts |
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Term
common percentile divisions Quintiles |
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Definition
Same premise as quartiles but divided into 5 parts. |
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Term
how to calculate a percentile:
7 bbal players asked to shoot 10 free throws. how many fall at or below 8fts made? how do you calculate this? |
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Definition
count number of scores from 8fts down. =6 in this example. then divide the number of scores you counted by the total amount of players. in this case 6/7=.86 mult by 100 86th percentile. |
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Term
calculating percentiles of a group freq distribution table. |
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Definition
P=[[(X-L)/i]*f+c ]/N P= percentile X=raw score L=lower limit of interval i=size of interval f= freq of interval C= cum. freq of interval below interval in question N= total number of cases |
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Term
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Definition
the most frequently observed score. disadvantages: the most unstable measure of central tendency: changes depending on grouping. it also disregards the extreme scores. |
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Term
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Definition
The arithmetic average. the sum of the scores divided by the number of scores. |
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Definition
The middle score 50th percentile to obtain: order from high->low and find the middle score. if there are two numbers, add them together and divide by two. |
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Term
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Definition
the measure of spread of a set of scores based on the squared deviation of each score from the mean. |
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Term
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Definition
the square root of the variance |
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Term
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Definition
not everyone will have the same amount of error on a test. (due to guessing errors, or scoring errors). Ex) you own a company with 5,000 applicants, you want the top 10%. Unintended variance: false references, false prev. jobs. |
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Term
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Definition
not everyone will have the same performance on a test which creates variability. We want true variance. Total variance= true var+error var. |
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Term
what is the equation for variance? |
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Definition
S^2= [E(X-M)^2]/n-1 S= variance X= variable/observation M=mean n= total #observed |
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Term
What is the equation for the standard deviation |
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Definition
S= the square root of S^2 |
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Term
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Definition
Z=[X-M]/S X=observed M=mean S=standard dev |
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