Suppose a single parent can work up to 16 hours per day at a wage rate of $30 per hour and has no non-labour income. An income maintenance program has been developed to assure a minimum level of income for low-income families. A simplified version of this type of a program is one that would give this single parent a $120 no-work grant accompanied by a benefit reduction of a dollar for every dollar earned until no benefit is left to pay. For example, to someone who does not work the program pays $120, while for someone who works 1 hour and earns $30 the benefit is reduced by $30 to $90. Draw the daily budget constraints with and without program participation for the single individual described above on the plane that has leisure L on the horizontal axis, and money income Y (inclusive of benefits if on a program) on the vertical axis. Carefully mark all the important points of the constraints and indicate the slopes. Question: At what level of labour market earningsdoes the subsidy end? Round your answer to the nearest integer and submit this integer value for your answer.

Economics: Private and Public Choice (MindTap Course List)
16th Edition
ISBN:9781305506725
Author:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Publisher:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Chapter28: Income Inequality And Poverty
Section: Chapter Questions
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Suppose a single parent can work up to 16 hours per day at a wage rate of $30 per hour and has no non-labour income. An income maintenance program has been developed to assure a minimum level of income for low-income families. A simplified version of this type of a program is one that would give this single parent a $120 no-work grant accompanied by a benefit reduction of a dollar for every dollar earned until no benefit is left to pay. For example, to someone who does not work the program pays $120, while for someone who works 1 hour and earns $30 the benefit is reduced by $30 to $90.

Draw the daily budget constraints with and without program participation for the single individual described above on the plane that has leisure L on the horizontal axis, and money income Y (inclusive of benefits if on a program) on the vertical axis. Carefully mark all the important points of the constraints and indicate the slopes.

Question: At what level of labour market earningsdoes the subsidy end? Round your answer to the nearest integer and submit this integer value for your answer.

 

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