EBK MACROECONOMICS
EBK MACROECONOMICS
7th Edition
ISBN: 8220106812686
Author: O'Brien
Publisher: PEARSON
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Chapter 2, Problem 1TC
To determine

The production possibilities curve for 2018 and 2022.

Expert Solution & Answer
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Explanation of Solution

Figure 1 shows the production possibilities curve for 2018 and 2022.

EBK MACROECONOMICS, Chapter 2, Problem 1TC

Figure 1

In the above graph, the vertical axis measures the quantity of Powerwall batteries and the horizontal axis measures the quantity of Model 3 sedan’s batteries.  In 2018, the maximum production is 600 thousands of Model 3 sedan’s batteries or 600 thousands Powerwall batteries. In 2022, the maximum production is 600 thousands of sedan 3 batteries or 900 thousands power wall batteries.

Opportunity cost of producing Model 3 sedan’s batteries in 2018 is calculated as follows:

Opportunity cost =(Given up unitGained unit)=(600,000600,000)=1

Thus, the opportunity cost of producing one Model 3 sedan’s battery in 2018 is 1Powerwall battery.

Opportunity cost of producing one Model 3 sedan’s battery in 2022 is calculated as follows:

Opportunity cost =(Given up unitGained unit)=(900,000600,000)=1.5

Thus, the opportunity cost of producing one Model 3 sedan’s battery in 2022 is 1.5 Powerwall batteries.

Economics Concept Introduction

Concept introduction:

Opportunity cost: Opportunity cost refers to the value of forgone goods and services to receive the other goods and services.

Production Possibilities Frontier (PPF): PPF refers to the different combination of goods and services that can be produced efficiently with given resources by a country. Any point inside the PPF represents inefficient usage of the resources and any point outside the PPF represents that it is not attainable with the available resources.

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Please answer questions D-H, I have already answered A , B,C but it may help you to still solve them yourself. Thank you!
2. A firm’s production function is given by:Q = 10KLThe unit capital and labour costs are 2 and 1 pounds respectively. The firm is contracted to produce2000 units.(a) Write out the optimisation problem of the firm. (b) Express this problem using a Lagrangian function. (c) Find values of K and L which fulfil the contract with minimal cost to the firm. (d) Calculate the total cost to the firm.
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