4. (a) The equations of two regression lines obtained in a correlation analysis are 3X+12Y 19 and 3Y +9X 46. Obtain (i) the value of correlation coefficient, (ii) the mean values of X and Y. and (ii) the ratio of the coefficient of variability of X to that of Y.

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4. (a) The equations of two regression lines obtained in a correlation analysis are 3X + 12Y =
19 and 3Y + 9X = 46. Obtain (i) the value of correlation coefficient, (ii) the mean values of X and Y,
and (iii) the ratio of the coefficient of variability of X to that of Y.
4. (b) A market investigator returns the following data. Of 1000 people consulted 811 liked chocolates,
752 liked toffees and 418 liked boiled sweets, 570 liked both chocolates and toffees, 356 liked
chocolates and boiled sweets and 348 liked toffees and boiled sweets, 297 liked all three. Show that this
information as it stands must be incorrect.
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Transcribed Image Text:O T O 4. (a) The equations of two regression lines obtained in a correlation analysis are 3X + 12Y = 19 and 3Y + 9X = 46. Obtain (i) the value of correlation coefficient, (ii) the mean values of X and Y, and (iii) the ratio of the coefficient of variability of X to that of Y. 4. (b) A market investigator returns the following data. Of 1000 people consulted 811 liked chocolates, 752 liked toffees and 418 liked boiled sweets, 570 liked both chocolates and toffees, 356 liked chocolates and boiled sweets and 348 liked toffees and boiled sweets, 297 liked all three. Show that this information as it stands must be incorrect. Filters First perodical Tesy, > Nancy II
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