(a) Why does the labour demand curve slope downwards? (b) A garment factory’s production function is provided in the table.The gross profit per unit (difference between selling price and material cost, but not including the cost of labour) is $100. # Workers Output 1 20 2 36 3 48 4 56 5 60 6 62 (i) If the wage rate is $1,000 a week, how many workers should the factory hire? (ii) If a surge in popularity for the factory’s brand allows them to raise the product price such that the gross profit rises to $150, how many workers will the factory hire now? (iii) Calculate the number of garments produced in each of the two cases above.
(a) Why does the labour demand curve slope downwards? (b) A garment factory’s production function is provided in the table.The gross profit per unit (difference between selling price and material cost, but not including the cost of labour) is $100. # Workers Output 1 20 2 36 3 48 4 56 5 60 6 62 (i) If the wage rate is $1,000 a week, how many workers should the factory hire? (ii) If a surge in popularity for the factory’s brand allows them to raise the product price such that the gross profit rises to $150, how many workers will the factory hire now? (iii) Calculate the number of garments produced in each of the two cases above.
Chapter10: Labor Markets And Income Distribution
Section: Chapter Questions
Problem 3SQP
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Question
(a) Why does the labour demand curve slope downwards?
(b) A garment factory’s production function is provided in the table.The gross profit per unit (difference between selling price and material cost, but not including the cost of labour) is $100.
# Workers |
Output |
1 |
20 |
2 |
36 |
3 |
48 |
4 |
56 |
5 |
60 |
6 |
62 |
(i) If the wage rate is $1,000 a week, how many workers should the factory hire?
(ii) If a surge in popularity for the factory’s brand allows them to raise the product price such that the gross profit rises to $150, how many workers will the factory hire now?
(iii) Calculate the number of garments produced in each of the two cases above.
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