Question

Suppose the following data were collected relating CEO salary to years of experience and gender. Use...

Suppose the following data were collected relating CEO salary to years of experience and gender. Use statistical software to find the regression equation. Is there enough evidence to support the claim that on average female CEOs have higher salaries than male CEOs at the 0.050.05 level of significance? If yes, type the regression equation in the spaces provided with answers rounded to two decimal places. Else, select "There is not enough evidence."

Salary Experience Female (1 if female, 0 if male)
111883.69 14 1
131239.12 23 1
95724.74 6 0
100672.96 17 0
119517.22 17 1
103449.64 11 1
87124.75 2 1
98539.29 12 0
105094.68 28 0
158228.08 29 1
99176.62 13 0
139816.12 29 1
115000 15 1
146563.36 23 1
101555.72 18 0
159257.32 27 1
101282.58 19 0
105268.86 26 0
97229 5 0
93792.96 1 0

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Homework Answers

Answer #1

The regression equation is:

y = 78,172.73 + 1,493.86*x1 + 20,651.81*x2

0.761
Adjusted R² 0.733
R   0.873
Std. Error   11254.423
n   20
k   2
Dep. Var. Salary
ANOVA table
Source SS   df   MS F
Regression 6,87,21,23,611.4039 2   3,43,60,61,805.7020 27.13
Residual 2,15,32,54,442.5548 17   12,66,62,026.0326
Total 9,02,53,78,053.9587 19  
Regression output
variables coefficients std. error    t (df=17) p-value
Intercept 78,172.73
Experience 1,493.86 300.7334 4.967 .0001
Female (1 if female, 0 if male) 20,651.81 5,211.8928 3.962 .0010
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