Assignment 1:
1.Jack’s preferences for food, F and clothing, C, is given by her utility function was U (F, C) =FC.Suppose that food costs $2 a unit and that clothing costs $3 a unit, Jack has $24 to spend on food and clothing.
a.Using algebra find the optimal choice of food and clothing.
b.Suppose Jack decides to buy 3 units of food and 6 units of clothing with her $24 budget, instead of the optimal basket. Would her marginal utility per dollar spent on food be greater than or less than her marginal utility per dollar spent on clothing? Explain how she should change her consumption of food and clothing if she wanted to increase her utility without spending any more money?
2.Explain the following relationships:
a.The demand curve and the corresponding marginal revenue curve.
b.Change in price of a product and the corresponding change in total revenue and the own price elasticity of demand for the product.
3.Illustrate with appropriate diagrams and discuss how the labor supply curve is determined.
Assignment 1: Jack’s preferences for food, F and clothing, C, is given by her utility function was U (F, C) =FC. Suppose that food costs $2 a unit and that clothing costs $3 a unit, Jack has $24 to spend on food and clothing. Using algebra find the optimal choice of food and clothing. Suppose Jack decides to buy 3 units of food and 6 units of clothing with her $24 budget, instead of the optimal basket. Would her marginal utility per dollar spent on food be greater than or less than her marginal utility per dollar spent on clothing? Explain how she should change her consumption of food and clothing if she wanted to increase her utility without spending any more money? Explain the following relationships: The demand curve and the corresponding marginal revenue curve. Change in price of a product and the corresponding change in total revenue and the own price elasticity of demand for the product. Illustrate with appropriate diagrams and discuss how the labor supply curve is determined.
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