Chapter 01 – Limits, Alternatives, and Choices
1. Points on the curve represent maximum possible combinations of robots and pizza given
resources and technology.
2. Points inside the curve represent underemployment or unemployment.
3. Points outside the curve are unattainable at present.
D. Optimal or best product-mix:
1. It will be some point on the curve.
2. The exact point depends on society; this is a normative decision.
E. Law of increasing opportunity costs:
1. The amount of other products that must be foregone to obtain more of any given product
is called the opportunity cost.
2. Opportunity costs are measured in real terms rather than money (market prices are not
part of the production possibilities model).
3. The more of a product produced the greater is its (marginal) opportunity cost.
4. The slope of the production possibilities curve becomes steeper, demonstrating increasing
opportunity cost. This makes the curve appear bowed out, concave from the origin.
5. Economic Rationale:
a. Economic resources are not completely adaptable to alternative uses.
b. To get increasing amounts of pizza, resources not particularly well suited for the
purpose of making pizza must be used. For example, workers that are accustomed to
producing robots on an assembly line may not do well as kitchen help.
F. Optimal allocation revisited:
1. How does society decide its optimal point on the production possibilities curve?
2. Recall that society receives marginal benefits from each additional product consumed,
and as long as this marginal benefit is more than the additional cost of the product, it is
advantageous to have the additional product.
3. Conversely, if the additional (marginal) cost of obtaining an additional product is more
than the additional benefit received, then it is not “worth” it to society to produce the
extra unit.
4. Figure 1.3 reminds us that marginal costs rise as more of a product is produced.
5. Marginal benefits decline as society consumes more and more pizzas. In Figure 1.3 we
can see that the optimal amount of pizza is 200,000 units, where marginal benefit just covers
marginal cost.
a. Beyond 200,000 pizzas, the added benefits would be less than the added cost.
b. At less than 200,000, the added benefits will exceed the added costs, so it makes
sense to produce more.
6. Generalization: The optimal production of any item is where its marginal benefit is equal
to its marginal cost. In our example, this must occur at 7,000 robots.
G. Consider This … The Economics of War
1. The costs of the war on terrorism at the end of 2007 were estimated to be around $400
billion.
2. The war on terrorism can be represented by a movement along the production
possibilities curve, as resources are reallocated from “civilian goods” to “defense goods.”
The decision of how much to reallocate should be made by weighing the marginal
benefits against the marginal costs of more defense goods.
1-3
Copyright © 2015 McGraw-Hill Education. All rights reserved. No reproduction or distribution without the prior written consent of
McGraw-Hill Education.