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hello, please need help with a-g will give thumbs up please show all work, Thank you! please dont post random answers will be flagged and
hello, please need help with a-g will give thumbs up please show all work, Thank you! please dont post random answers will be flagged and reported.
win = Bo + Binominations + Bagglobes + B3comedy+u and here are the OLS estimation results: (0.097) (0.013) (0.026) (0.099) win = -0.355 +0.054nominations + 0.125gglobes - 0.154comedy (0.078 0.013 (0.027 10.076 n=105, R2 = 0.4525 usual standard errors are in (.), heteroskedasticity-robust standard errors are in [.]. (a) Interpret coefficients for nominations, gglobes and comedy. (b) What is a predicted probability of winning Academy Award for best picture for a comedy with 4 Oscar nominations and 2 Golden Globe wins? (C) Which of the coefficients are statistically significant at the 5% level? Does it matter which standard errors are used? (d) Which standard errors are smaller: the usual or heteroskedasticity-robust? (e) Which standard errors should we use here? Explain. (f) Test the theory that comedy pictures are less likely to win Oscar for best picture than other genre films at the 1% significance level. Carefully state your null and alternative hypotheses, and conduct the test. What is your conclusion? (g) If you could add one more explanatory variable to this equation, what would it be? Why? win = Bo + Binominations + Bagglobes + B3comedy+u and here are the OLS estimation results: (0.097) (0.013) (0.026) (0.099) win = -0.355 +0.054nominations + 0.125gglobes - 0.154comedy (0.078 0.013 (0.027 10.076 n=105, R2 = 0.4525 usual standard errors are in (.), heteroskedasticity-robust standard errors are in [.]. (a) Interpret coefficients for nominations, gglobes and comedy. (b) What is a predicted probability of winning Academy Award for best picture for a comedy with 4 Oscar nominations and 2 Golden Globe wins? (C) Which of the coefficients are statistically significant at the 5% level? Does it matter which standard errors are used? (d) Which standard errors are smaller: the usual or heteroskedasticity-robust? (e) Which standard errors should we use here? Explain. (f) Test the theory that comedy pictures are less likely to win Oscar for best picture than other genre films at the 1% significance level. Carefully state your null and alternative hypotheses, and conduct the test. What is your conclusion? (g) If you could add one more explanatory variable to this equation, what would it be? WhyStep by Step Solution
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