It is expected that there will be a positive correlation between the three independent variables (ERA, W, & SO) and the dependent variable (salary); and strike-outs will bear the largest correlation to increased salary. Strikeouts is an important variable because the success of the team relies strongly on it.
Player |
2018 Salary |
ERA |
W |
SO |
Dellin Betances |
$5,100,000 |
2.87 |
3 |
100 |
Zach Britton |
$12,000,000 |
2.89 |
2 |
29 |
Luis Cessa |
$507,500 |
4.75 |
0 |
30 |
Aroldis Chapman |
$17,200,000 |
3.22 |
4 |
69 |
A.J. Cole |
$555,300 |
3.81 |
3 |
44 |
Domingo German |
$507,500 |
3.14 |
0 |
18 |
Sonny Gray |
$6,500,000 |
3.55 |
10 |
153 |
Chad Green |
$570,800 |
1.83 |
5 |
103 |
J.A. Happ |
$13,000,000 |
3.53 |
10 |
142 |
Jonathan Holder |
$553,850 |
3.89 |
1 |
40 |
Tommy Kahnle |
$1,310,000 |
2.59 |
4 |
96 |
Jonathan Loaisiga |
$545,000 |
5.82 |
2 |
29 |
Lance Lynn |
$12,000,000 |
3.43 |
11 |
153 |
David Robertson |
$13,000,000 |
1.84 |
9 |
98 |
CC Sabathia |
$10,000,000 |
3.69 |
14 |
120 |
Luis Severino |
$604,980 |
2.98 |
14 |
230 |
Justus Sheffield |
$545,000 |
3.12 |
7 |
88 |
Masahiro Tanaka |
$22,000,000.00 |
4.74 |
13 |
194 |
Dellin Betances |
$5,100,000.00 |
2.87 |
3 |
100 |
Run a regression analysis on the data above and discuss the results. Is the hypothesis correct, why or why not?
Step by step procedure to run regression analysis report in excel
1. Bring data set in to excel file
2. goto DAta tab --> choose data analysis -- > choose regression .
3. If data analysis is not available in excel then go to excel option --> choose Add-ins --> choose excel add-in and add tas analytics pack.
4. select dependent variable as salary in Y range and select inependent variable of ERA, W,SO in X range
5. Populate the regression analysis report in excel
Is the hypothesis correct, why or why not?
As per the above regression report Significance F value is greater than 0.05
P value is 0.22 "greater than the common alpha level of 0.05, which indicates that it is not statistically significant"
so we Do not reject the null hypothesis
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