CDS 501 Post Midterm 2

  1. Measurement
    systematically assign numbers to object, persons, or events according to rules determined by the research design to determine the degree of difference 


    • determine the extent of IV on DV
    • allows us to examine sim/diff between measured events
    • forms the basis of statistical analysis
  2. Level of Measurement
    nature of the numbers associated with the observation 

    ex) examining a speech sound by nasality and transcription yields different types of data (rating scales, frequency counts) which correspond to levels of measurement
  3. Data
    • form (usually numerical) in which measurements are collected and stored
    • dictate the types of statistical analyses that can be applied
  4. Statistics
    • analyzing qualitative data from observations to help make decisions about the hypothesis 
    • branch of math where data is analyzed and interpreted
  5. Parameter
    a number describing a population characteristic

    ex) average weight of women -- based on gen pop, not sample
  6. A Statistic
    number describing a sample characteristic
  7. Measures of Central Tendency
    • mean
    • median
    • mode

    can always be applied to data
  8. Two Types of Statistics
    • Descriptive Statistics 
    • Inferential Statistics
  9. Descriptive Statistics
    • involves tabulating, depicting, and describing data
    • a specific feature or characteristic of a set of data is measured
    • data summary used to organize data (visual description of the results)
    • used in qualitative and quasi experimental studies 
    • may use simple count data
  10. Simple Count Data
    • number of occurrences of the behavior
    • used in small samples
  11. Inferential Statistics
    tests that allow us to estimate/predict characteristics of a pop from knowledge of characteristic from the sample 

    (make inferences to the gen pop)
  12. 4 Scales of Measurement (Stevens Taxonomy)
    applied to data dependent on its properties 

    • Level 1: Nominal Level 
    • Level 2: Ordinal Level 
    • Level 3: Interval Level
    • Level 4: Ratio Level
  13. Nominal Level
    • Level 1 of Stevens Taxonomy 
    • naming level 
    • has no quantitative properties 
    • allows us to classify groups, categories, behaviors, and events 
    • assumed that groups don't overlap 

    ex) male and female; may be numbered (male=1 and female=2) as a descriptor, but the number itself has no value
  14. Ordinal Level
    • Level 2 of Stevens Taxonomy
    • to rank/order the levels of the variable being studied 
    • imprecisely measured data 
    • ranked highest to lowest, greatest to least, etc.
    • not suitable for  statistical analysis 
    • ex) the likert scale
  15. Interval Level
    • Level 3 of Stevens Taxonomy 
    • meaningful difference between the numbers on the scale 
    • intervals are equal in size 
    • distance between intervals is known and fairly consistent 
    • NO ABSOLUTE ZERO (zero does not mean the absence of something)
    • may have a relative zero 
    • ex) decibels -- zero decibels isn't the absence of sound, just the lowest sound a human can hear
  16. Ratio Level
    • Level 4 of Stevens Taxonomy 
    • highest level of measurement 
    • same characteristics as interval level PLUS the presence of an absolute zero, ordered levels, equal distance between intervals 
    • can compare points along a scale in absolute terms 
    • continuous variables that have all the math properties
  17. Data Transformations
    • modify data values to make data more symmetrical and suitable for statistical analysis 
    • make variability more consistent across variables 
    • make relationships more linear

    *the most powerful statistical methods assume that the data are distributed normally, but most raw data isn't
  18. Non-normality
    data that are not suited for statistical analysis 

    ex) percentages, fractions
  19. Normal Distribution
    • assumption on which parametric stat analysis is based 
    • assumption of most powerful statistical methods 
    • larger samples make distribution more normal
    • bell shaped curve
  20. 2 Parameters Determining the Shape of the Distribution
    • measures of central tendency 
    • measures of variability
  21. Common Types of Descriptive Statistics
    • measures of location (central tendency)
    • measures of variability (range)
    • measures of individual location
  22. Non-parametric Statistical Analysis
    • does not need normal distribution
    • does not assume that data reps a normal distribution 
    • used on nominal and ordinal data
  23. Kurtosis
    general shape of a distribution near the mean
  24. Platykurtic
    • large SD
    • low wide curve
  25. Mesokurtic
    normal distribution
  26. Leptokurtic
    • small SD
    • high, narrow curve
  27. Parametric Statistics
    analyze groups with normal distribution
  28. Measures of Variability
    • number of different categories: determine which category was most critical 
    • range: determine variation between two sets of data
  29. Graphing Data
    • visually communicate info
    • record info compactly 
    • give info of distributions and shapes
Author
Annjones430
ID
343985
Card Set
CDS 501 Post Midterm 2
Description
CDS 501
Updated