2 predictors + 1 moder., both interaction terms in 1 model?
Posted: Tue Feb 26, 2008 2:18 pm
Hi,
I have two predictors (p1,p2) and one moderator (m) that is moderating the relationships of p1 and p2 with my endogenous LV (E). To evaluate the moderating effects, can I make use of one model that contains both interaction effects (p1, p2, m, m*p1 and m*p2) or do I have to measure both moderating effects separately (p1, p2, m, m*p1 in a first, and p1, p2,m, and m*p2 in a second interaction model)?
Intuitively, I would measure both moderating effects in the same model since both effects exist in parallel. (Thus far, I have not identified any source that contradicts this approach)
(The question can be extended on another case: if I had two moderators that each influence the relation of one exogenous LV (m1 affects p1->E and m2 affects p2->E), would I measure both interaction effects in the same model or would I have to measure them separately?)
Thanks a lot,
Patrick
I have two predictors (p1,p2) and one moderator (m) that is moderating the relationships of p1 and p2 with my endogenous LV (E). To evaluate the moderating effects, can I make use of one model that contains both interaction effects (p1, p2, m, m*p1 and m*p2) or do I have to measure both moderating effects separately (p1, p2, m, m*p1 in a first, and p1, p2,m, and m*p2 in a second interaction model)?
Intuitively, I would measure both moderating effects in the same model since both effects exist in parallel. (Thus far, I have not identified any source that contradicts this approach)
(The question can be extended on another case: if I had two moderators that each influence the relation of one exogenous LV (m1 affects p1->E and m2 affects p2->E), would I measure both interaction effects in the same model or would I have to measure them separately?)
Thanks a lot,
Patrick