Microeconomics
Microeconomics
13th Edition
ISBN: 9781337617406
Author: Roger A. Arnold
Publisher: Cengage Learning
Question
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Chapter 20, Problem 1QP
To determine

The position of world’s production possibility frontier.

Expert Solution & Answer
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Explanation of Solution

Most probably, the world’s position in the production possibility frontier is below the frontier. This is because there is a decrease in world’s production and consumption due to the trade restrictive measures adopted by the nations, such as quota and tariff. The nations produce and consume more if there are no restrictions. This is because they would not get any benefit with trade restrictive measures.

Economics Concept Introduction

Production possibilities frontier: PPF refers to the different combinations of goods and services that can be produced efficiently with the given resources by a firm.

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Tasks Exercise 1 Assess the following functions: 1. f(x)= x2+6x+2 2.f '(x)=10x-2x2+5 a. Find the stationary points. (5 marks) b. Determine whether the stationary point is a maximum or minimum. (5 marks) c. Draw the corresponding curves (5 marks)
Problem 2: The sales data over the last 10 years for the Acme Hardware Store are as follows: 2003 $230,000 2008 $526,000 2004 276,000 2009 605,000 2005 328,000 2010 690,000 2006 388,000 2011 779,000 2007 453,000 2012 873,000 1. Calculate the compound growth rate for the period of 2003 to 2012. 2. Based on your answer to part a, forecast sales for both 2013 and 2014. 3. Now calculate the compound growth rate for the period of 2007 to 2012. 1. Based on your answer to part e, forecast sales for both 2013 and 2014. 5. What is the major reason for the differences in your answers to parts b and d? If you were to make your own projections, what would you forecast? (Drawing a graph is very helpful.)
Exercise 4A firm has the following average cost: AC = 200 + 2Q – 36                                                                              Q Find the stationary point and determine if it is a maximum or a minimum.b. Find the marginal cost function.
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