Hi, I have a continuous outcome and multiple categorical/binary predictors (coded as dummy variables 0 and 1), so I used a multiple linear regression. I had to log transform the outcome variable to fit linear model assumptions. How do I go about interpreting each predictor? e.g. Parameter Estimate Intercept 3.64 A 1 0.48 A 0 0.000000000 TEAM 1 0.49 TEAM 0 0.00 error 1 0.55 error 0 0.00 For TP, it would be (e^0.49)-1*100% = 0.63. Would my interpretation be: a) For every unit increase in A, there is a 63% increase in Y, while team is 0 and error is 0 (holding all other variables constant). b) There is a 63% increase in Y for A 0 compared to A 1, while team is 0 and error is 0 (holding all other variables constant.) Because this predictor is binary, I don't know if if "for every unit increase" is appropriate. Would the interpretation be the same for the other predictors? For TEAM, (e^0.49)-1*100% = 0.62. a) For every unit increase in TEAM, there is a 62% increase in Y, while A is 0 and error is 0 (holding all other variables constant). b) There is a 63% increase in Y for TEAM 0 compared to TEAM 1, while team is 0 and error is 0 (holding all other variables constant.) How would the interpretation be if the categorical predictor had 3 levels (0, 1, 2)? Or if there was an interaction in the predictors TEAM*A? Thank you for your help.
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