Randomly Chosen MBA Students Were Asked Their Opinions About the Ideal

Randomly chosen MBA students were asked their opinions about the ideal number of children for a married couple. The sample data were entered into MegaStat, and the following results were produced. Hypothesis Test: Independent Groups (t-test, unequal variance)

$\begin{array}{rc}\text { Men } & \text { Women } \\2.812 & 2.1538 \text { mean } \\1.2505 & 0.5547 \text { std. dev. } \\11 & 13 \text { sample size } \\& 13 \text { pooled df }\end{array}$
$0.6582$ $\quad$$\quad$ difference (Men - Women)
$0.40722$ $\quad$$\quad$ standard error of difference
0 $\quad$$\quad$$\quad$$\quad$$\quad$ hypothesized difference
$1.62$$\quad$$\quad$$\quad$$\quad$ t
$0.065$$\quad$$\quad$$\quad$$\quad$ P-value (one-tailed, upper)

F-test for equality of variance
1.56375 variance: Men
$0.307692$ $\quad$ variance: Women
$5.08$$\quad$ F
$0.01$$\quad$ P-value What conclusion can you draw from this analysis at ? = .05?

A) Men want larger families on average than women.
B) Women want larger families on average than men.
C) This is insufficient evidence to suggest a difference in means.
D) We could conclude that men want larger families if we used a two-tailed test.