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OT 667

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Ordinal rank order of observation (muscle testing, pain levels, military rank) ... Nominal Ordinal Interval. Ordinal Interval Ratio. Interval Ratio. Ratio ... – PowerPoint PPT presentation

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Title: OT 667


1
OT 667
  • Judging Studies

2
http//www.fhs.mcmaster.ca/canchild/publications/o
utcome_measures.html
3
Why do we measure things?
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In order to
  • Describe
  • Compare
  • Categorize levels of function
  • Document improvement
  • Demonstrate efficacy

5
One way to manipulate numbers
  • Statistics (measures of a sample) or
  • Parameters (measures of a population) can
  • be used to organize, summarize and
  • analyze measurements to give information

6
Levels of Measurement
  • Nominal categorical variables (gender, hair
    color, ethnicity)
  • Ordinal rank order of observation (muscle
    testing, pain levels, military rank)
  • Interval equal intervals between scores but no
    true zero (calendar years, degrees centigrade or
    Fahrenheit
  • Ratio true equal intervals between units,
    measured from true zero (distance, age, time,
    weight, strength, blood pressure)

7
Kinds of Statistics
  • Descriptive statistics the use of measures to
    describe aspects of a sample or population
  • Inferential statistics the process of drawing
    inferences/making judgments about samples that
    are generalized to the larger population

8
Descriptive Statistics
  • Measures of central tendency
  • Measures of variability
  • Relationship to the normal curve

9
Measures of Central Tendency
  • Mode - the most frequently occurring score in a
    distribution
  • Median the exact middle score in a distribution
  • Mean the average score of a distribution

10
Levels of Measurement and Measures of Central
Tendency
  • Mode Median Mean
  • Nominal Ordinal Interval
  • Ordinal Interval Ratio
  • Interval Ratio
  • Ratio

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Measures of Variability
  • Range the difference between the highest and
    lowest scores in a distribution
  • Variance the mean of the square deviation
    scores
  • Standard Deviation the square root of the
    variance most consistently used variation score
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