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(ii) The model is extended to include a dummy indicator for whether the indivldu is female or male (female) and its interaction with years of schooling (school). The following output is obtained using OLS estimation: log(char)-0.92+0.34*log(income)+0.061school+0.09*femaler+0.004*femalexschooli (0.21) (0.03) (0.01) (0.002) (0.001) n=3,790 SSR-5187.25 R2-0.046 a. Construct a statistical test that allows you to choose between this model and the original regression model. b. Using the above estimates show: i. The estimated impact of one year of additional schooling on ii. The estimated impact of one year of additional schooling on ii. The average differential in charitable donations between women charitable donations for men; charitable donations for men; and men if the average years of schooling in the population is 15 years and income is held constant. (50 marks)

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