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Answer the Questions That Follow This SPSS Output:
Descriptive

question 10

Short Answer

Answer the questions that follow this SPSS output:
Descriptive Statistics
Dependent Variable: AGEKDBRN R'S AGE WHEN 1ST CHILD BORN
 CLASS SUEJECTIVE  SEX  Mesn  Std. Deviation N1 LOWER CLASS 0 MALE 23.895.593181 FEMALE 19.553.33640 Total 20.904.587582 WORKING CLASS 0 MALE 23.304.2851591 FEMALE 22.234.904278 Total 22.624.712437 3 MIDDLE CLASS 0 MALE 26.485.4541721 FEMALE 23.685.380299 Total 24.705.5534714 UPPER CLASS 0 MALE 27.075.830271 FEMALE 23.806.48820 Total 25.806.28547 Total 0 MALE 25.055.2583761 FEMALE 22.785.202637 Total 23.825.3341013\begin{array}{|ll|r|r|r|}\hline \text { CLASS SUEJECTIVE } & \text { SEX } & \text { Mesn } & \text { Std. Deviation } & {\mathrm{N}} \\\hline 1 \text { LOWER CLASS } & 0 \text { MALE } & 23.89 & 5.593 & 18 \\& 1 \text { FEMALE } & 19.55 & 3.336 & 40 \\& \text { Total } & 20.90 & 4.587 & 58 \\\hline 2 \text { WORKING CLASS } & 0 \text { MALE } & 23.30 & 4.285 & 159 \\& 1 \text { FEMALE } & 22.23 & 4.904 & 278 \\& \text { Total } & 22.62 & 4.712 & 437 \\\hline \text { 3 MIDDLE CLASS } & 0 \text { MALE } & 26.48 & 5.454 & 172 \\& 1 \text { FEMALE } & 23.68 & 5.380 & 299 \\& \text { Total } & 24.70 & 5.553 & 471 \\\hline 4 \text { UPPER CLASS } & 0 \text { MALE } & 27.07 & 5.830 & 27 \\& 1 \text { FEMALE } & 23.80 & 6.488 & 20 \\& \text { Total } & 25.80 & 6.285 & 47 \\\hline \text { Total } & 0 \text { MALE } & 25.05 & 5.258 & 376 \\& 1 \text { FEMALE } & 22.78 & 5.202 & 637 \\& \text { Total } & 23.82 & 5.334 & 1013 \\\hline\end{array}
Tests of Between-Subjects Effects
Dependent Variable: AGEKDBRN R'S AGE WHEN 1ST 1 S T CHILD BORN
 Source  Type III Sum  of Squares  df  Mean Square  F  Sig.  Corrected Model 2929.60937418.51616.286.000 Intercept 192981.6481192981.6487500.420.000 CLASS 1451.4863483.82918.804.000 SEX 729.1051729.10528.337.000 CLASS -SEX 239.362379.7873.101.026 Error 25858.093100525.729 Total 594131.0001013 Corrected Total 28787.7021012\begin{array}{|l|r|r|r|r|r|}\hline \text { Source } & {\begin{array}{c}\text { Type III Sum } \\\text { of Squares }\end{array}} & {\text { df }} & \text { Mean Square } &{\text { F }} & {\text { Sig. }} \\\hline \text { Corrected Model } & 2929.609^{3} & 7 & 418.516 & 16.286 & .000 \\\text { Intercept } & 192981.648 & 1 & 192981.648 & 7500.420 & .000 \\\text { CLASS } & 1451.486 & 3 & 483.829 & 18.804 & .000 \\\text { SEX } & 729.105 & 1 & 729.105 & 28.337 & .000 \\\text { CLASS -SEX } & 239.362 & 3 & 79.787 & 3.101 & .026 \\\text { Error } & 25858.093 & 1005 & 25.729 & & \\\text { Total } & 594131.000 & 1013 & & & \\\text { Corrected Total } & 28787.702 & 1012 & & & \\\hline\end{array}
 a. R Squared =.102 (Adiusted R Squared =.098 ) \text { a. } R \text { Squared }=.102 \text { (Adiusted R Squared }=.098 \text { ) }
You have done a two-way analysis of variance with age at birth of first child (AGEKDBRN) as the dependent variable and CLASS and SEX as the factor variables.
A) Is the overall model statistically significant? (yes / no)
B) Is the interaction effect statistically significant? (yes / no / skipped) (If this step was skipped because of earlier conclusions, write the word "skipped" as your answer.)
C) Is the main effect of CLASS statistically significant? (yes / no / skipped) (If this step was skipped because of earlier conclusions, write the word "skipped" as your answer.)
D) Is the main effect of SEX statistically significant? (yes / no / skipped) (If this step was skipped because of earlier conclusions, write the word "skipped" as your answer.)

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