RESEARCH PART 2

Cards (129)

  • correlation
    mathematical technique where a researcher investigates an association between two variables
  • co-variables
    variables investigated within a correlation, not IV or DV as investigating correlation rather than cause and effect
  • primary data
    original data that has been collected specifically for the purpose of the investigation by the researcher
  • strengths of primary data
    'fit for purpose' - designed to target the information that the researcher requires
  • limitation of primary data
    requires time and effort from the researcher
  • examples of primary data
    data gathered by conducting an experiment, questionnaire, interview
  • secondary data
    data that has been collected by someone else, already existing data
  • examples of secondary data
    data in journal articles, book, websites, stats
  • strength of secondary data
    requires minimal efforts as it is cheap and easy to access
  • limitation of secondary data
    variation in quality and accuracy (outdated or incomplete), and content may not match researcher's needs
  • qualitative data
    data expressed in words and take the form of written descriptions
  • examples of qualitative data
    interview transcript, diary extracts, notes
  • strengths of qualitative data
    rich and detailed, more meaningful insight
  • limits of qualitative data - difficult to analyse
    cannot be summarised statistically, patterns and comparisons hard to identify
  • limit of qualitative data - conclusions
    conclusions may be biased as could be subjective interpretations from researcher who could have preconceptions
  • quantitative data
    data expressed numerically and can be analysed through graphs
  • examples of quantitative data
    data in individual scores
  • strength of quantitative data
    more objective and less bias
  • strength of quantitative data
    simple to analyse so easy comparisons
  • limit of quantitative data
    may not represent real life as it little detail
  • meta-analysis
    research that uses secondary data
  • meta-analysis is the process in which
    data from a large number of studies, which have the same research questions and methods, are combined
  • quantitative meta-analysis involves
    the effect size
  • effect size
    dependent variable of meta-analysis
  • what does the effect size tell us
    overall statistic measure of the relationship between variables across a number of studies
  • advantages of meta-analysis
    allows us to view data with confidence
    results can be generalised across larger populations
  • disadvantages of meta-analysis
    publication bias - (file drawer problem)
    -> researcher may not select all relevant studies
    -> choosing to leave out the studies with negative results
    -> data may be biased as only represents some relevant data and perhaps incorrect conclusions
  • correlation
    technique we use to determine the relationship between 2 co-variables
  • positive correlation
    • as one co-variable increases, the other co-variable increases
    • (as the number of people in a room increases, the noise levels increase too)
  • negative correlation
    • as one co-variable increases, the other co-variable decreases
    • (as the number of people in a room increases, the personal space decreases)
  • no correlation
    • there is no relationship between 2 co-variables
    • the amount of caffeine someone drinks and the dogs someone sees on the street
  • strength of a correlation
    allows quantification of relationships as they show the strength of the relationship between variables
  • strength of a correlation
    there is no manipulation of behaviour required so can be a quick and ethical method of data collection and analysis
  • strength of a correlation
    correlations provide a starting point for the research as they show possible patterns between variables before researchers commit to an experiment
  • limit of a correlation
    cannot infer cause and effect so cannot assume one variable causes the other
  • limit of correlation
    extraneous variables may influence the correlation as other variables may influence both measured variables
  • limit of correlation
    only works for linear relationships as the relationships between some variables may be curvilinear
  • directional correlational hypothesis
    there will be a positive/negative correlation between variable 1 and variable 2
  • non-directional correlational hypothesis
    there will be a correlation between variable 1 and variable 2
  • null correlational hypothesis
    there will be no correlation between variable 1 and variable 2