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Karl Pearson's Coefficient of Correlation

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Karl Pearson's coefficient of correlation, often referred to as Pearson's correlation coefficient, is denoted by š‘Ÿr. It measures the linear relationship between two variables, providing insights into how closely the changes in one variable predict changes in another. The coefficient's value ranges from -1 to +1:

  • +1Ā indicates a perfect positive linear relationship.

  • -1Ā indicates a perfect negative linear relationship.

  • 0Ā indicates no linear relationship between the variables.

The formula calculates the degree of linear relationship between two variables š‘‹XĀ and š‘ŒY, giving a value between -1 and 1:

  • +1Ā or -1Ā indicates a perfect linear relationship.

  • A positive valueĀ implies a positive correlation, meaning that as š‘‹XĀ increases, š‘ŒYĀ also increases, and vice versa.

  • A negative valueĀ indicates a negative correlation, meaning that as š‘‹XĀ increases, š‘ŒYĀ decreases, and vice versa.

  • 0Ā indicates no linear correlation between the variables.

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