Examlex

Solved

Answer the Questions That Follow This SPSS Output:
Descriptives

question 28

Essay

Answer the questions that follow this SPSS output:
Descriptives
EARNIN04 Total Wages and Salaries in 2004
N Mean  Std. Deviation  Std. Error  1 1st born 23346640.9755469.3413633.917 2 middle child 52634271.8343764.8611908.239 3 last born 26237723.6144800.9642767.813 Total 102137980.3347154.1291475.730\begin{array}{|l|r|c|c|c|}\hline & & & & \\& {\mathrm{N}} & \text { Mean } & \text { Std. Deviation } & \text { Std. Error } \\\hline \text { 1 1st born } & 233 & 46640.97 & 55469.341 & 3633.917 \\\text { 2 middle child } & 526 & 34271.83 & 43764.861 & 1908.239 \\\text { 3 last born } & 262 & 37723.61 & 44800.964 & 2767.813 \\\text { Total } & 1021 & 37980.33 & 47154.129 & 1475.730 \\\hline\end{array}
ANOVA
EARNIN04 Total Wages and Salaries in 2004
 Sum of  Squares df Mean Square F Sig.  Between Groups 2.5E+01021.236E+0105.611.004 Within Groups 2.2E+01210182203589661 Total 2.3E+0121020\begin{array}{|l|c|r|r|l|l|}\hline & {\begin{array}{l}\text { Sum of } \\\text { Squares }\end{array}} & {\mathrm{df}} & \text { Mean Square } & \mathrm{F} & \text { Sig. } \\\hline \text { Between Groups } & 2.5 \mathrm{E}+010 & 2 & 1.236 \mathrm{E}+010 & 5.611 & .004 \\\text { Within Groups } & 2.2 \mathrm{E}+012 & 1018 & 2203589661 & & \\\text { Total } & 2.3 \mathrm{E}+012 & 1020 & & & \\\hline\end{array}
Multiple Comparisons
Dependent Variable: EARNIN04 Total Wages and Salaries in 2004
Bonferroni
 (J) BIRTHORD  Mean  Difference  (l) BIRTHORD Birth Order  Birth Order  (I-J)  Std. Error  Sig. 1 1st born 2 middle child 12369.1373694.158.0033 last born 8917.3514227.069.1052 middle child 1 1st born 12369.1373694.158.0033 last born 3451.7863549.645.9933 last born 1 1st born 8917.3514227.069.1052 middle child 3451.7863549.645.993\begin{array}{|ll|c|c|r|}\hline & \text { (J) BIRTHORD } & \begin{array}{c}\text { Mean } \\\text { Difference }\end{array} & & \\\text { (l) BIRTHORD Birth Order } & \text { Birth Order } & \begin{array}{c}\text { (I-J) }\end{array} & \text { Std. Error } & \text { Sig. } \\\hline 1 \text { 1st born } & 2 \text { middle child } & 12369.137^{*} & 3694.158 & .003 \\& 3 \text { last born } & 8917.351 & 4227.069 & .105 \\\hline 2 \text { middle child } & 1 \text { 1st born } & -12369.137^{*} & 3694.158 & .003 \\& 3 \text { last born } & -3451.786 & 3549.645 & .993 \\\hline 3 \text { last born } & 1 \text { 1st born } & -8917.351 & 4227.069 & .105 \\& 2 \text { middle child } & 3451.786 & 3549.645 & .993 \\\hline\end{array}
{ } ^ { * } . The mean difference is significant at the .05.05 level.
Your research hypothesis is "In the population, there is a difference in the average earnings of 1st born children, middle-born children, and last-born children."
A) What is your null hypothesis?
B) Are your sample results consistent with the null hypothesis or the research hypothesis? (null / research)
C) What is the probability of getting the sample results you got if the null hypothesis is true? (If this step in hypothesis testing can be skipped, write the word "SKIP".)
D) What is your conclusion? (In other words, do you "reject" or "not reject" the null hypothesis based on these results?)
E) Are your results statistically significant? (yes / no)
F) Is it appropriate to discuss the results of the post hoc multiple comparisons tests? (yes / no)
G) If it is appropriate to discuss the post hoc multiple comparison tests, which pairs of groups are probably different from one another in the population? If it is not appropriate, explain why it is not appropriate.


Definitions:

Related Questions