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Your Textbook Reports the Following Result from an Two-Way Fixed

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Your textbook reports the following result from an two-way fixed effects (entity and time fixed effects)regression model: Your textbook reports the following result from an two-way fixed effects (entity and time fixed effects)regression model:   = -0.66 BeerTax + StateFixedEffects + TimeFixedEffects (0.36) Where the number in parenthesis is the heteroskedasticity- and autocorrelation-consistent (HAC)standard error. a.Calculate the t-statistic.Can you reject the null hypothesis that the slope coefficient is zero in the population,using a two-sided test and a 5% significance level? b.Given that economic theory suggests that the population slope is negative under the alternative hypothesis,is it possible to use a one-sided test here? In that case,does your conclusion change? c.Using only heteroskedasticity-robust standard errors,but not HAC standard errors,the value in parenthesis becomes 0.25.Repeat the calculations in (a)and report your decision based on a two-sided test. d.Since the coefficient becomes more statistically significant in (d),should this influence your choice of standard errors? Why or why not? = -0.66 BeerTax + StateFixedEffects + TimeFixedEffects
(0.36)
Where the number in parenthesis is the heteroskedasticity- and autocorrelation-consistent (HAC)standard error.
a.Calculate the t-statistic.Can you reject the null hypothesis that the slope coefficient is zero in the population,using a two-sided test and a 5% significance level?
b.Given that economic theory suggests that the population slope is negative under the alternative hypothesis,is it possible to use a one-sided test here? In that case,does your conclusion change?
c.Using only heteroskedasticity-robust standard errors,but not HAC standard errors,the value in parenthesis becomes 0.25.Repeat the calculations in (a)and report your decision based on a two-sided test.
d.Since the coefficient becomes more statistically significant in (d),should this influence your choice of standard errors? Why or why not?

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a.t = blured image = -1.78 < -1.96.Hence you cannot ...

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