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I am currently running a second-order latent growth curve with multiple constructs. This multivariate latent growth curve demonstrates how two (or more) constructs travel together across time.

My question is, when reporting the regression/covariances among the latent growth factors (e.g. intercept growth factor A and B and slope growth factor C and D) do I report the standardized coefficients or the unstandardized coefficients?

My guess is that you report the standardized coefficients like you do for the covariance of the growth factors when running a latent growth curve with one construct. I wanted to confirm this but I couldn't find resources which clearly stated this. Thank everyone in advance for your advice!

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The covariances between the growth factors tend to be more difficult to interpret than the correlations (standardized coefficients). Nonetheless, for the sake of completeness, reproducibility, and for meta-analytic purposes, my recommendation is to report both unstandardized and standardized coefficients.

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  • $\begingroup$ Thank you so much for the incite! Also, I am terribly sorry about the late response. As you advised, I will report both standardized and unstandardized coefficients. Thank you always for your help! $\endgroup$
    – NZK
    Commented Aug 13 at 3:03

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