Suppose that two course instructors (Prof A and Prof B) are the same age and they are both men. Prof A teaches a first year course (firstyr=1) and Prof B teaches a third year course (firstyr=0). In addition, Prof A's physical appearance rating is 0.5 points higher than that of Prof B. According to our estimated model, how much higher do we expect Prof A's course evaluation score to be relative to Prof B's? Round your answer to 2 decimal places.

Use the below STATA output:

Summ course_eval beauty age female firstyr Variable | Obs Mean Std. Dev Mln Max _____________ +_________________________________________________________ course_eval | 370 3.985405 .5517678 2.1 5 beauty I 370 0.0000 1 1.802135 2.493147 age I 370 48.4027 10.09508 29 73 female I 370 .4216216 .4944873 0 1 firstyr | 370 .3351351 .4726769 0 l - regress course_eval beauty female age firstyr SOurce SS df MS Number of obs = 370 + F( , ) = Model 9-14459991 Prob > F = Residual 103.196591 Rsquared = + Adj Rsquared = Total 112.341191 Root MSE = course_eval Coef. Std. Err. t P>|t| [95% Conf. Interval] _____________ +________________________________________________________________ beauty -1065718 .0293326 3-63 0.000 .0488897 .164254 female -2135l63 .0581734 3-67 0.000 .3279134 .0991193 age -0027029 .0030146 0-90 0.371 -008631 .0032252 firstyr -1073998 .0590234 1-82 0.070 .0086689 .2234685 _cons 4.170264 .1598725 26-08 0.000 3-855877 4.484651