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2. Compute the coefficient of correlation between X and Y and hence obtain the equations of the regression lines from the fol

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Ex=547 Ey = 1240 E x² = 62² + 642 + ... + 742 = 37527 Ey ² = 1 2 6 ² + 125² + ... +208² - 197840 Z ny = 62x 126 + 64 x 125t..The regression eq e for y on & is : al where y = bx + a b = coulx, 4) Ex² - (2x) = 85546 - 547 x 1240 37527 - 5472 = 6.04 568Req² eqs for xony 6 - = byta b = coulx,y), = 85546 - 17x1240 8 197840 - 12402 0.1349 29 a: a - bý = Suz 0.134929% 1240 8 - 47

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