The F-statistic for the overall regression model and t-statistic for the slope coefficient are, respectively, closest to

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An analyst analyses data on 12 flights of comparable distances by regressing Cost (in €'000s) on Load (number of passengers). She obtains the following least squares Analysis of Variance table (omitted output values are denoted?): 

The F-statistic for the overall regression model and t-statistic for the slope coefficient are, respectively, closest to 

a. 89.080 and 9.438 

b. 89.080 and 3.145 

c. 9.890 and 3.145 

d. 9.890 and 2.985 

e. 8.908 and 2.985 

ANOVA
Source
df
MS
F
Significance F
--
Regression
1
2.7980
Residual
10
0.3141
Total
11
3.1121
Transcribed Image Text:ANOVA Source df MS F Significance F -- Regression 1 2.7980 Residual 10 0.3141 Total 11 3.1121
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