11 February 2024 5 7K Report

My current study has almost 1000 responses. However, for one of the item I am interested in examining, it is not normally distributed (see attached image 1 for your reference). Since participants’ responses are really diverse on that item, so even removing some of the extreme outliers still cannot solve the problem.

I would like to run a moderation analysis using this item as the dependent variable. From different source of information on the Internet, I learned that normality should not be an issue for PROCESS macro as it provides the function to bootstrap.

From one tutorial, I saw that in order to not to care about the normality issue, we should select the “Bootstrap inference for model coefficients” option (see attached image 2 for your reference). However, from the other tutorials I read, they only mention about the number of bootstrap samples, without mentioning that we have to select the “Bootstrap inference for model coefficients” option. I tried to run the analyses with and without this option, and it changed from significant interaction effect of IV and moderator (when this option is not selected) to insignificant (when this option is selected).

I cannot really find the purpose of the “Bootstrap inference for model coefficients” option in Hayes's book or on the Internet, and I am also not really good at statistics. Therefore, I would like your help in the following:

  • Is bootstrapping performed even if I did not select the “Bootstrap inference for model coefficients” option in SPSS PROCESS macro?
  • If my dependent variable is not normally distributed, should I select the “Bootstrap inference for model coefficients” option to ensure more accurate results? If possible, can you also explain a little bit what this option is about?
  • Thank you in advance for your kind assistance.

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