Analysis of opportunity cost .

Question

1. Comment on the following ideas. You can say if they are true, false, or uncertain and argue your answers. a) Producers in competitive markets have incentives to reduce the quality of their products and the safety of their workplaces and to cheat consumers and workers generally. b) Labour unions raise the wages of all workers. c) Increasing the minimum wage will reduce employment in every type of market d) In a monopoly market, the demand for good Q shifts to the left, declining Q's price. However, because the monopoly short-run equilibrium is different from the perfect competition equilibrium, its demand for labour is unaffected.

Answer 1

Question

Chapter 1, Problem 3PA

To determine

Analysis of opportunity cost.

Expert Solution & Answer

Trending nowThis is a popular solution!

See solution

Check out sample textbook solution

Students have asked these similar questions

1. Comment on the following ideas. You can say if they are true, false, or uncertain and argue your answers. a) Producers in competitive markets have incentives to reduce the quality of their products and the safety of their workplaces and to cheat consumers and workers generally. b) Labour unions raise the wages of all workers. c) Increasing the minimum wage will reduce employment in every type of market d) In a monopoly market, the demand for good Q shifts to the left, declining Q's price. However, because the monopoly short-run equilibrium is different from the perfect competition equilibrium, its demand for labour is unaffected.

2. a) The Value of the Marginal Product of Labour in a local bakery is VMPL = 20 – 0.5L, where "L" is the number of workers. If workers' wages are $10 per hour, how many will the bakery hire? b) What is the economic meaning of the value -0.5?

Question One a) Calculate the determinant of matrix A. Show your work in steps: A = 2013-2 - -2 1 3 2 -1 1 0 1 2 3 3-12 4 -3 1 1 3 2 0 b) Prove row linear independence is necessary and sufficient to column linear independence in the same matrix. c) Derive the inverse matrix of matrix B. Show your work in steps: [3 20 01 4 300 B = 0 0 6 5 LO 0 7 6]