Correlations

Cards (11)

  • what is a correlation?
    asseses the relationship between 2 variables.
  • what is a positive correlation?
    • the variables change in the same direction.
    • as one increases, the other increases.
    • as one decreases, the other decreases.
  • what is a negative correlation?
    • the variables change in opposite directions.
    • as one increases, the other decreases.
  • what is no/zero correlation?
    no relationships found.
  • what is a coefficient correlation?
    • if you were reporting your research, you couldn't just say "the line slopes to the right a bit" or, "it looks positive".
    • there is a mathematic value for any correlation.
  • what are the correlation coefficients? (mathematic values for correlations)
    +/- = positive/negative
    • +/- 0.7-0.9 = strong
    • +/- 0.4-0.6 = moderate
    • +/- 0.1-0.3 = weak
    0 = none
  • more info about correlation coefficients:
    • a value of 10 is a perfect, positive correlation.
    • if there is a 100% correspondence between the 2 variables then the correlation would be +10.
    • a value of -10 means a perfect, negative correlation, e.g. the more money you spend, the less there is in the bank. there could be a 100% correlation between spending & saving.
  • what is an imperfect positive correlation?
    • when two variables tend to move in the same direction, but the relationship isn't perfectly linear
    • this means that as one variable increases, the other tends to increase as well, but the relationship is not a straight line
  • what is an imperfect negative correlation?
    describes a relationship between two variables where, as one variable increases, the other tends to decrease, but the relationship isn't perfectly linear or consistent.
  • what are some strengths of correlations?
    • can see connections between 2 issues that we will not be able to experiment on.
    • don't require manipulation of variables, more ethical than experimenting on humans.
  • what are some weaknesses of correlations?
    • don't prove a casual relationship.
    • don't reflect curvilinear (non-linear) relationships.
    • the relationship between two variables could be caused by a fluke or influence of a 3rd variable.
    • relationship vs causation (is it actually that one variable causes the other) spurious correlation = the two may not be related at all.