Y 10 7 1 0 9 8 9 6 5 4 3 20 0 1 2 3 4 5 6 7 8 9 10 e total income per day. Consider the figure above and suppose the person has 7 hours per day to divide between labour and non-labour activities. A. If non-labour income is $0.50 per day, this individual will choose hours of work and will have $ hours of leisure. Their income from labour will be $ B. If non-labour income increases to $2, they will work hours instead and enjoy C. Comparing parts A and B above, the income elasticity of this person's labour is equal to hours of leisure. Their total income per day will now be $ (round to two decimal places) which is (elastic/inelastic). Now (ignoring the figure above) suppose aggregate labour supply is measured as aggregate number of hours worked (L) given wage (w). A. Graph the labour supply if L=5w. The (total) elasticity of labour supply is B. Graph the labour supply if L. = 14w. The (total) elasticity of labour supply is per day and they
Y 10 7 1 0 9 8 9 6 5 4 3 20 0 1 2 3 4 5 6 7 8 9 10 e total income per day. Consider the figure above and suppose the person has 7 hours per day to divide between labour and non-labour activities. A. If non-labour income is $0.50 per day, this individual will choose hours of work and will have $ hours of leisure. Their income from labour will be $ B. If non-labour income increases to $2, they will work hours instead and enjoy C. Comparing parts A and B above, the income elasticity of this person's labour is equal to hours of leisure. Their total income per day will now be $ (round to two decimal places) which is (elastic/inelastic). Now (ignoring the figure above) suppose aggregate labour supply is measured as aggregate number of hours worked (L) given wage (w). A. Graph the labour supply if L=5w. The (total) elasticity of labour supply is B. Graph the labour supply if L. = 14w. The (total) elasticity of labour supply is per day and they
Chapter1: Making Economics Decisions
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