Correlations Flashcards

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1
Q

What is a correlation?

A
  • A statistical analysis of the relationship between 2 co-variables
  • They investigate the strength of the relationship between 2 co-variables
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2
Q

What is the difference between correlations and experiments?

A
  • Test of relationship between co-variables rather than the difference in DV caused by IV
  • No IVs or DVs just co-variables
  • No manipulation of variables
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3
Q

What are the types of correlation?

A
  1. Positive - as one variable increases so does the other
  2. Negative - as one variable increases the other decreases
  3. No/0 – no relationship between variables
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4
Q

What do we have to include when drawing a scatter graph?

A

1 mark = detailed title e.g. ‘A Scatter graph depicting the relationship between __ and __
2 marks = labelling the axes – MUST USE UNITS
1 mark = accurate plotting

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5
Q

What are correlation coefficients?

A
  • The strength and direction of a correlation can be expressed as a numerical value known as the correlation coefficient
  • Negative coefficient = negative correlation, positive coefficient = positive correlation
  • 1-0.7 = strong, 0.6-0.4 =moderate, 0.3-0.1 = weak, less than 0.1 = no correlation
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6
Q

What is a strength of correlations?

A
  • Good preliminary tools of research – offer a good starting point as they help identify 2 variables that are related allowing grounding for further investigation into this relationship using methods such as lab experiments to identify cause and effect
  • Unlikely to be unethical as only involve gathering/measuring data and no manipulation of variables. Thus are useful to measure variables that may be unethical to manipulate in experimental settings
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7
Q

What are the weaknesses of correlations?

A
  • As variables are not controlled and can’t be manipulated in any way, correlations only inform us that 2 variables are related and occur at the same time and not that one variable causes the other. Thus we can’t establish a cause and effect between 2 variables. Also there could be a third variable at play affecting both variables
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