A researcher conducts a moderated regression with W as the moderator. Interpret the conditional effects presented here.

Conditional effects of the focal predictor at values of the moderator(s):
$\text { Conditional effects of the focal predictor at values of the moderator(s): }$

$\begin{array}{rrrrrrr}
W&\text { Effect } & \text { se }(\mathrm{HC} 4) & t & p & \text { LLCI } & \text { ULCI } \
1.5000 & .5236 & .0342 & 15.3307 & .0000 & .4566 & .5906 \
2.0000 & .4373 & .0269 & 16.2711 & .0000 & .3846 & .4901 \
2.5000 & .3511 & .0381 & 9.2266 & .0000 & .2765 & .4258
\end{array}$

Question

A researcher conducts a moderated regression with W as the moderator. Interpret the conditional effects presented here.

Conditional effects of the focal predictor at values of the moderator(s):
 $\text { Conditional effects of the focal predictor at values of the moderator(s): }$

$\begin{array}{rrrrrrr}
W&\text { Effect } & \text { se }(\mathrm{HC} 4) & t & p & \text { LLCI } & \text { ULCI } \
1.5000 & .5236 & .0342 & 15.3307 & .0000 & .4566 & .5906 \
2.0000 & .4373 & .0269 & 16.2711 & .0000 & .3846 & .4901 \
2.5000 & .3511 & .0381 & 9.2266 & .0000 & .2765 & .4258
\end{array}$

Quizplus · Accepted Answer

The Answer of A researcher conducts a moderated regression with W as the moderator. Interpret the conditional effects presented here.

Conditional effects of the focal predictor at values of the moderator(s):
 $\text { Conditional effects of the focal predictor at values of the moderator(s): }$

$\begin{array}{rrrrrrr}
W&\text { Effect } & \text { se }(\mathrm{HC} 4) & t & p & \text { LLCI } & \text { ULCI } \
1.5000 & .5236 & .0342 & 15.3307 & .0000 & .4566 & .5906 \
2.0000 & .4373 & .0269 & 16.2711 & .0000 & .3846 & .4901 \
2.5000 & .3511 & .0381 & 9.2266 & .0000 & .2765 & .4258
\end{array}$

A Researcher Conducts a Moderated Regression with W as the Moderator