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Spearman’s Rank  Statistical Analysis to show Relationship Strength. www.i-study.co.uk
Is birth rate connected to economic development in  Central and South American countries? Data taken from Philip’s International School Atlas (2nd Edition) published 2006  www.i-study.co.uk
SPEARMAN’S RANK CORRELATION COEFFICIENT It says … It allows us to  … Compare the  RANK ORDER  of TWO Data Sets www.i-study.co.uk
The total of 6 x Spearman’s Rank Correlation Coefficient The DIFFERENCES between the RANKS assigned to each ‘price’ SQUARED The number of different factors in the study www.i-study.co.uk
The Maths For Argentina: d (rank difference) = 8.5 So d2 = 72.25 Repeat this calculation for each country Multiply the sum of all the d2 values by 6 to give the top line of the equation n = the number of countries in the sample =12.  n³ - n : 1728 – 12 = 1716 (now we have the bottom line of the equation) Plug in the appropriate numbers to the full equation: 			your answer for step 4  			your answer for step 6 R =   1- www.i-study.co.uk
What does this R value mean? The closer Ris to +1 or -1, the stronger the likely correlation.   Perfect positive correlation is +1  Perfect negative correlation is -1.  Therefore, what sort of relationship do your calculations suggest? www.i-study.co.uk
What is it showing? Total Disagreement Overall Neither  Agree or Disagree Total Agreement rs close to -1 rs close to 1 rs close to 0 www.i-study.co.uk
The significance of the relationship! ,[object Object]
'degrees of freedom' : This is the number of pairs in your sample minus 2 				(In this case, 12 – 2  = 10)
Using the R value (y axis) the degrees of freedom value (x axis) plot the position of the graph (next page).www.i-study.co.uk

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Spearman Rank

  • 1. Spearman’s Rank Statistical Analysis to show Relationship Strength. www.i-study.co.uk
  • 2. Is birth rate connected to economic development in Central and South American countries? Data taken from Philip’s International School Atlas (2nd Edition) published 2006 www.i-study.co.uk
  • 3. SPEARMAN’S RANK CORRELATION COEFFICIENT It says … It allows us to … Compare the RANK ORDER of TWO Data Sets www.i-study.co.uk
  • 4. The total of 6 x Spearman’s Rank Correlation Coefficient The DIFFERENCES between the RANKS assigned to each ‘price’ SQUARED The number of different factors in the study www.i-study.co.uk
  • 5. The Maths For Argentina: d (rank difference) = 8.5 So d2 = 72.25 Repeat this calculation for each country Multiply the sum of all the d2 values by 6 to give the top line of the equation n = the number of countries in the sample =12. n³ - n : 1728 – 12 = 1716 (now we have the bottom line of the equation) Plug in the appropriate numbers to the full equation: your answer for step 4 your answer for step 6 R = 1- www.i-study.co.uk
  • 6. What does this R value mean? The closer Ris to +1 or -1, the stronger the likely correlation. Perfect positive correlation is +1 Perfect negative correlation is -1. Therefore, what sort of relationship do your calculations suggest? www.i-study.co.uk
  • 7. What is it showing? Total Disagreement Overall Neither Agree or Disagree Total Agreement rs close to -1 rs close to 1 rs close to 0 www.i-study.co.uk
  • 8.
  • 9. 'degrees of freedom' : This is the number of pairs in your sample minus 2 (In this case, 12 – 2 = 10)
  • 10. Using the R value (y axis) the degrees of freedom value (x axis) plot the position of the graph (next page).www.i-study.co.uk
  • 12. Tasks Repeat this exercise for the same countries, but this time replace the birth rate data with the data for life expectancy. www.i-study.co.uk