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Multiple Regression - Col_2




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4.1

 

 

 

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3.1

, , , .,
5100,58 4,2 327,019 106941,2 0,14007 0,01962 45,8044
4885,41 4,078 111,849 12510,12 0,01807 0,00033 2,02073
5416,94 4,23 643,379 413936,1 0,17007 0,02892 109,417
4496,66 4,001 -276,901 76674,35 -0,0589 0,00347 16,3187
4722,08 4,044 -51,4813 2650,328 -0,0159 0,00025 0,82027
5537,91 4,208 764,349 584228,9 0,14807 0,02192 113,175
5074,01 4,11 300,449 90269,4 0,05007 0,00251 15,0425
4807,09 4,062 33,5287 1124,171 0,00207 0,000043 0,06929
4046,02 3,85 -727,541 529316,4 -0,2099 0,04407 152,735
4683,93 4,037 -89,6313 8033,776 -0,0229 0,00053 2,05555
4872,42 4,08 98,8587 9773,036 0,02007 0,0004 1,98376
4003,22 3,9 -770,341 593425,8 -0,1599 0,02558 123,203
4628,01 4,03 -145,551 21185,19 -0,0299 0,0009 4,35684
4293,44 3,96 -480,121 230516,5 -0,0999 0,00999 47,9801
5035,7 4,109 262,139 68716,68 0,04907 0,00241 12,8623
71603,42 60,899       0,1609 647,845

 

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3.2

, , , .,
5100,58 4,2 4,137
4885,41 4,078 4,0863
5416,94 4,23 4,2115
4496,66 4,001 3,9947
4722,08 4,044 4,0478
5537,91 4,208 4,24
5074,01 4,11 4,1307
4807,09 4,062 4,0678
4046,02 3,85 3,8885
4683,93 4,037 4,0388
4872,42 4,08 4,0832
4003,22 3,9 3,8784
4628,01 4,03 4,0256
4293,44 3,96 3,9468
5035,7 4,109 4,1217
71603,42 60,899 60,899

 

3.2

 

 

(5200 ).

( 3.3).

 

3.3 -

 

0,10,3 (-0,1)(-0,3)
0,30,5 (-0,3)(-0,5)
0,50,7 (-0,5)(-0,7)
0,70,9 (-0,7)(-0,9)
0,90,99 (-0,9)(-0,99)

Multiple Regression - Col_2

Dependent variable: Col_2

Independent variables:

Col_1

 

    Standard T  
Parameter Estimate Error Statistic P-Value
CONSTANT 2,93509 0,0727762 40,3304 0,0000
Col_1 0,00023564 0,0000151847 15,5182 0,0000

 

Analysis of Variance

Source Sum of Squares Df Mean Square F-Ratio P-Value
Model 0,152658   0,152658 240,81 0,0000
Residual 0,008241   0,000633923    
Total (Corr.) 0,160899        

 

R-squared = 94,8782 percent

R-squared (adjusted for d.f.) = 94,4842 percent

Standard Error of Est. = 0,0251778

Mean absolute error = 0,0169255

Durbin-Watson statistic = 1,36787 (P=0,0913)

Lag 1 residual autocorrelation = 0,0654037

 

The StatAdvisor

The output shows the results of fitting a multiple linear regression model to describe the relationship between Col_2 and 1 independent variables. The equation of the fitted model is

 

Col_2 = 2,93509 + 0,00023564*Col_1

 

Since the P-value in the ANOVA table is less than 0,05, there is a statistically significant relationship between the variables at the 95,0% confidence level.

. . .. = 0,974, , X Y , .

 

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H 0, , Y X .

H 0 t -

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H 0 t - n 2 . t = 15,501 t a,n n = n 2 = 15-2 = 13 ( ). t a,n = t a=0.05, n=13 = 1,771. 15,501 1,771 , H 0 . . .

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