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A NALYSIS OF V ARIANCE ( ANOVA ) Sum of Squares & Mean Square dimana: 2 hat matrix
A NALYSIS OF V ARIANCE ( ANOVA ) Sum of Squares & Mean Square 3 Source of Variation Sum of Square Degree of Freedom Mean of Square RegressionSSRp-1MSR ErrorSSEn-pMSE TotalSSTn-1
U JI F UNTUK HUBUNGAN REGRESI 4
6 Ordinary: Adjusted: Koefisien korelasi berganda:
P ARAMETER MODEL Dengan metode OLS dan maksimum likelihood unbiased estimator Matriks varians-covarians dari parameter: 7
P ARAMETER MODEL 8
U JI UNTUK P ARAMETER MODEL 9
10 unbiased estimator
SADC Course in Statistics Inferences about the regression line (Session 03)
Huiswerkoplossings. 1) As x = -1 dan is y = -2(-1) – 8 = 2 – 8 = -6 As x = -2 dan is y = -2(-2) – 8 = 4 – 8 = -4 As x = -3 dan is y = -2(-3) – 8 = 6.
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1 Contact details Colin Gray Room S16 (occasionally) address: Telephone: (27) 2233 Dont hesitate to get in touch.
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