The following information regarding the ages of full-time and part-time students are given. Using the following data, develop an interval estimate for the difference between the mean ages of the two populations. Use a 5% level of significance. The degrees of freedom for the t distribution is 106.
$\bar { x }$ $\begin{array}{cc}&\text { Full-Time }&\text { Part-Time }\
&27.0 & 24 \
s&1.5 & 2 \
n&500 & 60
\end{array}$

Question

The following information regarding the ages of full-time and part-time students are given. Using the following data, develop an interval estimate for the difference between the mean ages of the two populations. Use a 5% level of significance. The degrees of freedom for the t distribution is 106.
 $\bar { x }$ $\begin{array}{cc}&\text { Full-Time }&\text { Part-Time }\
&27.0 & 24 \
s&1.5 & 2 \
n&500 & 60
\end{array}$

Quizplus · Accepted Answer

The Answer of The following information regarding the ages of full-time and part-time students are given. Using the following data, develop an interval estimate for the difference between the mean ages of the two populations. Use a 5% level of significance. The degrees of freedom for the t distribution is 106.
 $\bar { x }$ $\begin{array}{cc}&\text { Full-Time }&\text { Part-Time }\
&27.0 & 24 \
s&1.5 & 2 \
n&500 & 60
\end{array}$

The Following Information Regarding the Ages of Full-Time and Part-Time xˉ\bar { x }xˉ

The Following Information Regarding the Ages of Full-Time and Part-Time $\bar { x }$