10 C 9 8 ་ 7 CO 6 LO 4 3 2 1 U = 20 U = 10 0 1 2 3 4 5 6 7 8 9 10 l A. Draw a potential income constraint such that if T = 5, this person will not participate in the labour force. B. Draw a potential income constraint such that this person's full income is $9 and maximum utility is 10. This person will choose 1 hours of leisure. C. Draw a potential income constraint such that this person will choose to work 3 hours out of a maximum possible 8. In this case the person's full income is $ 9 and the wage rate is $ 3 This person achieves utility equal to 20 and their MRS at the optimal combination is 1