By simply using Excel function CORREL the correlation value between the two arrays is 92.1%, implying a strong positive dependence between the hours of sunshine and number of ice creams sold. Alternatively, this may be calculated using the covariance-correlation formula which states: corr(x,y) =cov(x,y)/(σx .σy) for σx and σy the standard deviations of x and y respectively.
Delphine M.
asked 07/16/21(c) Calculate the correlation coefficient and state what this indicates about the relation between the two variables. [4]
The following table shows the hours of sunshine, x, during nine days in August and the number of ice creams, y, sold by a beach shop in Cornwall.
| x | 4.3 | 6.9 | 0.0 | 10.4 | 5.2 | 1.8 | 8.0 | 9.2 | 2.1 |
| y | 224 | 208 | 123 | 419 | 230 | 184 | 362 | 351 | 196 |
(c) Calculate the correlation coefficient and state what this indicates about the relation between the two variables. [4]
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