Nora's utility function is given by U = ln(C) + ln(L), where U is utility, C is consumption, and L is leisure. The total time Nora has is T = 1 and is a utility maximizer. Before the Covic pandemic, the wage rate is 10, and Nora has no non-labor income. When the pandemic hit and part of the economy was locked down, Nora's wage rate decreased to 8. However, the government provided income support by sending out a non-labor income of 5 to everyone, including Nora. Nora still has a total amount of time T = 1 for leisure and work during the pandemic. Which of the following statements is correct? a) Before the pandemic, Nora's labor supply is 0.2. b) Before the pandemic, Nora spent time equal to 0.2 on leisure. c) Before the pandemic, Nora's consumption was 9. d) During the pandemic, Nora was better off for having a higher utility level. e) During the pandemic, Nora's labor supply is unchanged becauses income effects were perfectly offset by the substitution effect from the wage drop. f) During the pandemic, Nora's labor supply is 0.5. a) Before the pandemic, Nora's labor supply is 0.2. b) Before the pandemic, Nora spent time equal to 0.2 on leisure. c) Before the pandemic, Nora's consumption was 9. d) During the pandemic, Nora was better off for having a higher utility level. e) During the pandemic, Nora's labor supply is unchanged becauses income effects were perfectly offset by the substitution effect from the wage drop..