Exploring Macroeconomics
Exploring Macroeconomics
8th Edition
ISBN: 9781544337722
Author: Robert L. Sexton
Publisher: SAGE Publications, Inc
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Chapter 2, Problem 19P
To determine

(a)

To compute:

The expected marginal benefits of crossing and marginal costs. The change in benefit-cost equation is also to be determined.

To determine

(b)

To compute:

The expected marginal benefits of crossing and marginal costs. The change in benefit-cost equation due to the given condition is also to be determined.

To determine

(c)

To compute:

The expected marginal benefits of crossing and marginal costs. The change in benefit-cost equation due to the given condition is also to be determined.

To determine

(d)

To compute:

The expected marginal benefits of crossing and marginal costs. The change in benefit-cost equation due to the given condition is also to be determined.

To determine

(e)

To compute:

The expected marginal benefits of crossing and marginal costs. The change in benefit-cost equation due to the given condition is also to be determined.

To determine

(f)

To compute:

The expected marginal benefits of crossing and marginal costs. The change in benefit-cost equation due to the given condition is also to be determined.

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c. Imagine that you are trying to decide whether to cross a street without using the designated crosswalk at the traffic signal. What are the expected marginal benefits of crossing? The expected marginal costs? How would the following conditions change your benefit-cost equation? The street is busy. i. ii. The street is empty and it was 3 a.m. ii. You are in a huge hurry. iv. A police officer is standing 100 feet away. v. The closest crosswalk is a mile away. vi. The closest crosswalk is 10 feet away.
.. Imagine that you are trying to decide whether to cross a street without using the designated crosswalk at the traffic signal. What are the expected marginal benefits of crossing? What are the expected marginal costs? How would the following conditions change your benefit cost equation? The street was busy. The street was empty, and it was 3:00 A.m. you were in a huge hurry. There was a police officer 10 metres away. The closest crosswalk was 1 kilometre away. The closest crosswalk was 5 metres away.
Toyota has started a major expansion of a Texas factory. It has already spent $11 million and has finished one building. It can finish the interior for an additional $6 million. The highest price it can get for the current unfinished building is $7 million. If Toyota’s estimated benefits of the building with the finished interior are $15 million, what should it do? . a Complete the interior. The benefits of the finished building are greater than the $6 million costs of the building. b Complete the interior. The benefits of the finished building are greater than the $7 million costs of the building. c Complete the interior. The benefits of the finished building are greater than the $13 million costs of the building. d Sell the building. The benefits of the finished building are less than the $17 million costs of the building. e Sell the building. The benefits of the finished building are less than the $24 million costs of the building.
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