Microeconomics - With Connect Plus Access
20th Edition
ISBN: 9781259660849
Author: McConnell
Publisher: MCG
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Chapter 23, Problem 4P
Sub part (a):
To determine
The remitted money.
Sub part (b):
To determine
The remitted money.
Sub part (c):
To determine
The remitted money.
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Assume that the labor demand equation for a fictional country is L d =30-w where w is the wage per hour worked and L d is the number of workers demanded by firms. Assume also that the labor supply equation for that country is L s =0.5(w) , where L s is the number of people willing to work . [LO 9.2,9.5] a. Find the equilibrium wage and quantity of labor employed b . At the equilibrium wage , how many people are unemployed ? c. How would the number of unemployed change if the supply of workers increased ?
Ma2.
Required:
Question 3.(LO3 Apply)
Simon Ltd is run by Simon Leather who makes leather belts for designers. He uses the finest Argentinean
leather and needs highly trained machinists to make the belts up to the quality designers expect. His beits usually sell for £50 per item and use 0.2m² of leather and 30 minutes of labor. Simon Ltd has 5 staff. They work a standard 8-hour day, 5 days a week, 48 weeks of the year. They earn £15 per hour.
Leather costs £20 per meter. Simon also has some variable overheads of £6 per unit. Fixed overheads are £28,800.
a) Calculate the number of belts Simon will have to sell to break even.
Simon decides to branch out and start to also sell handbags to the same market. The handbags sell for €250 each and use 1.5m² of leather with 1 hour of labor being required. Variable overheads are £20 per handbag.
There has been a bad case of foot and mouth in Argentina. Simon can only use the leather he has currently being shipped to him for the next…
A software company in Silicon Valley uses programmers (labor) and computers (capital) to produce apps for mobile devices. The firm estimates that when it comes to labor, MPL = 5 apps per month while PL = $1,000 per month. And when it comes to capital, MPC = 8 apps per month while PC = $1,000 per month. If the company wants to maximize its profits, it should: LO16.5 a. Increase labor while decreasing capital. b. Decrease labor while increasing capital. c. Keep the current amounts of capital and labor just as they are. d. None of the above.
Chapter 23 Solutions
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