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Answer the Questions That Follow This SPSS Output:Correlations ** Correlation Is Significant at The SPSS

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Answer the questions that follow this SPSS output:Correlations
 ABORTOK  AGE  CHILDREN  ABORTOK  Pearson Correlation 1.076173 Sig. (2-tailed) .208.004 N274274274 AGE  Pearson Correlation .0761.075 Sig. (2-tailed) 208.114 N274450448 CHILDREN  Pearson Correlation 173.0751 Sig. (2-tailed) .004.114 N 274448448\begin{array}{|ll|r|r|r|}\hline & & \text { ABORTOK } & {\text { AGE }} & \text { CHILDREN } \\\hline \text { ABORTOK } & \text { Pearson Correlation } & 1 & -.076 & -173^{*} \\& \text { Sig. (2-tailed) } & & .208 & .004 \\& \mathrm{~N} & 274 & 274 & 274 \\\hline \text { AGE } & \text { Pearson Correlation } & -.076 & 1 & .075 \\& \text { Sig. (2-tailed) } & 208 & & .114 \\& \mathrm{~N} & 274 & 450 & 448 \\\hline \text { CHILDREN } & \text { Pearson Correlation } & -173^{*} & .075 & 1 \\& \text { Sig. (2-tailed) } & .004 & .114 & \\\text { N } & 274 & 448 & 448 \\\hline\end{array}
**. Correlation is significant at the 0.010.01 level (2-tailed).
Your research hypothesis is "In the population, there is a correlation between age (AGE) and willingness to allow legal abortion (ABORTOK)." ()
A) What is your null hypothesis?
B) Are the sample results consistent with the research hypothesis or with the null hypothesis?
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)


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