120/30=4 (c) What is the opportunity cost of 1 bookcase in terms of guitars?

Similar documents
Labor Productivity and Comparative Advantage: The Ricardian Model of International Trade

Binary Representation of Numbers Autar Kaw

Example 27.1 Draw a Venn diagram to show the relationship between counting numbers, whole numbers, integers, and rational numbers.

Polynomial Functions. Polynomial functions in one variable can be written in expanded form as ( )

Basic Analysis of Autarky and Free Trade Models

Example A rectangular box without lid is to be made from a square cardboard of sides 18 cm by cutting equal squares from each corner and then folding

How To Set Up A Network For Your Business

Appendix D: Completing the Square and the Quadratic Formula. In Appendix A, two special cases of expanding brackets were considered:

OPABS-YV45GUQN OS PROCESSOS CRIATIVOS DO LIBER NOVUS E OS FUTUROS. OPABS-YV45GUQN PDF 106 Pages KB 25 Oct, 2014

LINEAR TRANSFORMATIONS AND THEIR REPRESENTING MATRICES

The International Association for the Properties of Water and Steam. Release on the Ionization Constant of H 2 O

Physics 43 Homework Set 9 Chapter 40 Key

DlNBVRGH + Sickness Absence Monitoring Report. Executive of the Council. Purpose of report

Linear Equations in Two Variables

Week 7 - Perfect Competition and Monopoly

and thus, they are similar. If k = 3 then the Jordan form of both matrices is

Treatment Spring Late Summer Fall Mean = 1.33 Mean = 4.88 Mean = 3.

Experiment 6: Friction

Econ 4721 Money and Banking Problem Set 2 Answer Key

World Service Office PO Box 9999 Van Nuys, CA USA. World Service Office Europe 48 Rue de l Eté B-1050 Brussels, Belgium

Quick Reference Guide: One-time Account Update

Vectors Recap of vectors

Section 7-4 Translation of Axes

Helicopter Theme and Variations

Small Business Networking

Small Business Networking

Operations with Polynomials

19. The Fermat-Euler Prime Number Theorem

Ratio and Proportion

Small Business Networking

15.6. The mean value and the root-mean-square value of a function. Introduction. Prerequisites. Learning Outcomes. Learning Style

Answer, Key Homework 10 David McIntyre 1

Factoring Polynomials

Redistributing the Gains from Trade through Non-linear. Lump-sum Transfers

Graphs on Logarithmic and Semilogarithmic Paper

One Minute To Learn Programming: Finite Automata

Health insurance exchanges What to expect in 2014

9 CONTINUOUS DISTRIBUTIONS

Mathematics. Vectors. hsn.uk.net. Higher. Contents. Vectors 128 HSN23100

According to Webster s, the

Bayesian Updating with Continuous Priors Class 13, 18.05, Spring 2014 Jeremy Orloff and Jonathan Bloom

MATH 150 HOMEWORK 4 SOLUTIONS

Integration. 148 Chapter 7 Integration

Small Business Networking

SPECIAL PRODUCTS AND FACTORIZATION

LEGISLATIVE BUDGET SYSTEM BUDGET COMPARISON WORKSHEET EXPLANATION A W

All pay auctions with certain and uncertain prizes a comment

Math 135 Circles and Completing the Square Examples

PROF. BOYAN KOSTADINOV NEW YORK CITY COLLEGE OF TECHNOLOGY, CUNY

How To Network A Smll Business

I calculate the unemployment rate as (In Labor Force Employed)/In Labor Force

Version 001 Summer Review #03 tubman (IBII ) 1

AREA OF A SURFACE OF REVOLUTION

EQUATIONS OF LINES AND PLANES

Algebra Review. How well do you remember your algebra?

Basically, logarithmic transformations ask, a number, to what power equals another number?

The Velocity Factor of an Insulated Two-Wire Transmission Line

Health insurance marketplace What to expect in 2014

3 The Utility Maximization Problem

Reasoning to Solve Equations and Inequalities

Lecture 3 Gaussian Probability Distribution

Novel Methods of Generating Self-Invertible Matrix for Hill Cipher Algorithm

Project Recovery. . It Can Be Done

Module 2. Analysis of Statically Indeterminate Structures by the Matrix Force Method. Version 2 CE IIT, Kharagpur

2001 Attachment Sequence No. 118

6.2 Volumes of Revolution: The Disk Method

Or more simply put, when adding or subtracting quantities, their uncertainties add.

Lecture 5. Inner Product

Homework 3 Solutions

Vendor Rating for Service Desk Selection

COMPARISON OF SOME METHODS TO FIT A MULTIPLICATIVE TARIFF STRUCTURE TO OBSERVED RISK DATA BY B. AJNE. Skandza, Stockholm ABSTRACT

5.2. LINE INTEGRALS 265. Let us quickly review the kind of integrals we have studied so far before we introduce a new one.

4.11 Inner Product Spaces

Applications to Physics and Engineering

How fast can we sort? Sorting. Decision-tree model. Decision-tree for insertion sort Sort a 1, a 2, a 3. CS Spring 2009

Fair trade: a third generation welfare mechanism to make globalisation sustainable 1. CEIS Working paper n. 170

ClearPeaks Customer Care Guide. Business as Usual (BaU) Services Peace of mind for your BI Investment

1.00/1.001 Introduction to Computers and Engineering Problem Solving Fall Final Exam

9.3. The Scalar Product. Introduction. Prerequisites. Learning Outcomes

Topic 4: Introduction to Labour Market, Aggregate Supply and AD-AS model

VoIP for the Small Business

RIGHT TRIANGLES AND THE PYTHAGOREAN TRIPLETS

Second Term MAT2060B 1. Supplementary Notes 3 Interchange of Differentiation and Integration

STATUS OF LAND-BASED WIND ENERGY DEVELOPMENT IN GERMANY

Lump-Sum Distributions at Job Change, p. 2

AAPT UNITED STATES PHYSICS TEAM AIP 2010

Humana Critical Illness/Cancer

Rotating DC Motors Part II

KOPYKAKE PLEASE READ THIS PAGE CAREFULLY BEFORE SELECTING EDIBLE INK TANKS AND PRINTERS.

Industry and Country Effects in International Stock Returns

1. In the Bohr model, compare the magnitudes of the electron s kinetic and potential energies in orbit. What does this imply?

Quick Reference Guide: Reset Password

r (1+cos(θ)) sin(θ) C θ 2 r cos θ 2

Portfolio approach to information technology security resource allocation decisions

Is Competition Among Charities Bad?

Orbits and Kepler s Laws

Brillouin Zones. Physics 3P41 Chris Wiebe

COMPLEX FRACTIONS. section. Simplifying Complex Fractions

Optimal Execution of Open-Market Stock Repurchase Programs

Density Curve. Continuous Distributions. Continuous Distribution. Density Curve. Meaning of Area Under Curve. Meaning of Area Under Curve

Transcription:

Exercise 1 uose you cn roduce one guitr ith 120 hours of lbor or bookcse ith 30 hours of lbor. You re on your F ith stock of 10 guitrs nd 30 bookcses. () Ho mny units of lbor do you hve? From F, e cn get the totl number of vilble hours: 120*10+30*30=1200+900=2100 (b) Wht is the oortunity cost of 1 guitr in terms of bookcses? 120/30=4 (c) Wht is the oortunity cost of 1 bookcse in terms of guitrs? 30/120=.25 Consider ech of the folloing trdes sertely. Which ones ould you ccet? [Ti: grh your F nd comute reltive rices for ech of the trdes.] Offer 1 guitr for 10 bookcses 2 guitrs for 10 bookcses 20 bookcses for 6 guitrs 3 guitrs for 10 bookcses 5 bookcses for guitr 5 guitrs for 10 bookcses 8 bookcses for 2 guitrs Accet? Given your F, your criterion ill be to (1) buy bookcses t reltive rice of less thn 0.25 guitrs/bookcse or (2) buy guitrs t reltive rice of less thn 4 bookcses/guitr. Either y you ill be ble to move bove your F. The folloing tble comutes reltive rices to fcilitte decision mking. Offer / G G / Accet? 1 guitr for 10 bookcses 0.10 10.00 No 2 guitrs for 10 bookcses 0.20 5.00 No 20 bookcses for 6 guitrs 0.30 3.33 No 3 guitrs for 10 bookcses 0.33 3.00 Yes 5 bookcses for guitr 0.20 5.00 Yes

5 guitrs for 10 bookcses 0.50 2.00 Yes 8 bookcses for 2 guitrs 0.25 4.00 No Exercise 2. There re 2 countries: Richlnd nd oorlnd. Ech orker hs 20 hours of lbor to llocte beteen roduction of bred nd fish. In Richlnd it tkes 1 hour to roduce unit of fish nd 1.5 hours to roduce unit of bred. In oorlnd, it tkes 3 hours to roduce unit of fish nd 2 hours to roduce unit of bred. There re 300 orkers in Richlnd nd 600 orkers in oorlnd. Workers in both countries like to consume sndiches in fixed roortions: one slice of bred to one unit of fish. () Which country hs n bsolute dvntge in the roduction of fish? Richlnd (1<3) (b) Which country hs n bsolute dvntge in the roduction of bred? Richlnd (1.5<2) (c)wht is the oortunity cost of roducing fish in terms of bred in ech country? Richlnd: 1/1.5= 2/3 oorlnd: 3/2 (d)which country hs comrtive dvntge in the roduction of fish? red? Richlnd: fish (2/3<3/2); oorlnd: bred (e) Ho mny sndiches (1 fish + 1 slice of bred) ill be consumed in utrky (ithout interntionl trde) in ech country? Is there reson to secilize ithin country? Richlnd: F+1.5=20 2.5F=20 F==8 er erson oorlnd: 3F+2=20 5F=20 F==4 er erson Totl number of sndiches in utrky: 2400 in Richlnd; 2400 in oorlnd No reson to trde s everyone hs the sme roduction function nd the sme endoment of lbor ithin country. (f) If countries re lloed to trde ht ill be the ttern of seciliztion nd trde? Richlnd: fish oorlnd: bred 20*300=6000 fish 10*600=6000 bred

Any reltive rice of fish in terms of bred beteen 2/3 nd 3/2 ill led to seciliztion. (g) uose the orld reltive rice of fish to bred is equl to 1. Determine consumtion of sndiches in Richlnd nd oorlnd (er erson). One ossible outcome is tht reltive rice =1. 5 units of fish re trded for 5 units of bred nd ech Richlnder gets 10 sndiches nd ech oorlnder gets 5. Ech Richlnder trdes ith 2 oorlnders. Question 3 Mexico hs totl suly of lbor hours of 900 nd in hs totl suly of lbor hours of 1200. The folloing tble rovides informtion on the unit-lbor requirements in ech country. nns trberries in 10 4 Mexico 6 6. Determine the oortunity cost of bnns in terms of strberries for Mexico nd in. b. In utrky, determine the reltive rices in both countries. Exlin briefly. c. Which country hs comrtive dvntge in roducing strberries? Which country hs bsolute dvntge in roducing strberries? d. Are there ny gins from seciliztion? If so, hich is the ttern of trde? e. In free trde, ht do you kno bout the rice of bnns reltive to strberries? f. uose the reltive rice of bnns is 2. Determine the reltive ges of both countries. Anser 3.. in: Oortunity cost of bnns in terms of strberries = 5/2 roducing n dditionl ound of bnns costs in 5/2 strberries Mexico: Oortunity cost of bnns in terms of strberries = 1 Mking n dditionl ound of bnns costs Mexico 1 ound of strberries.

b. in: ince there is lbor mobility beteen sectors ithin country, ges ill equlize cross sectors. Let s denote: ge id to orkers ho roduce bnns ge id to orkers ho roduce strberries rice er ound of bnns rice er ound of strberries L lbor inut requirement in roducing bnns L lbor inut requirement in roducing strberries = L ; = L = = L L = L L = 2 5 Mexico: Using similr rgument s in in s cse, you get * * =1 (I mintin the sme nottion s bove, but dd n * s suerscrit) d. in hs comrtive dvntge in roducing strberries nd Mexico hs comrtive dvntge in roducing bnns. in hs bsolute dvntge in roducing strberries nd Mexico hs bsolute dvntge in roducing bnn. e. ince there re roductivity differences, there re gins from seciliztion. Countries ill secilize nd trde in goods in hich they re reltively more roductive. Therefore, in ill roduce nd exort strberries nd Mexico ill roduce nd exort bnns. f. Let s denote:

orld rice er ound of bnns orld rice er ound of strberries 1 5 Otherise, countries ill not be illing to secilize nd trde 2 h. M W L = W M L 2 = 2 * = 3 4 3 The ge in in is less thn the ge in Mexico. i. In the bsence of trde, in could roduce 1/10 ound of bnns by foregoing ¼ of ound of strberries using one unit of lbor, nd Mexico could roduce 1/6 ound of strberries by foregoing 1/6 ound of bnns. in could roduce ¼ ound of strberries using one unit of lbor nd trde it on the orld mrket for 1/8 ound of bnns. Mexico could roduce 1/6 ound of bnns using one unit of lbor nd trde it for 1/3 ound of strberries. Ech country is better off ith trde.