Suppose the fictional country of Everglades produces only two goods: sorghum and telephoto lenses. The following graph plots Everglades's current production possibilities frontier, and includes six different output combinations given by black points (plus symbols) labeled A to F. 80 PPF 60 K E 40 20 20 A B Point Inefficient C D 100 TELEPHOTO LENSES (Millions) E F + T Complete the following table by indicating whether each point represents output combinations that are inefficient, efficient, or unattainable. Check all that apply. 0 000 + 60 SORGHUM (Millions of bushels) 40 Efficient 00 хо 0 D Unattainable 000 000 80 100

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
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Chapter13: General Equilibrium And Welfare
Section: Chapter Questions
Problem 13.3P
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Suppose the fictional country of Everglades produces only two goods: sorghum and telephoto lenses. The following graph plots Everglades's current
production possibilities frontier, and includes six different output combinations given by black points (plus symbols) labeled A to F.
80
PPF
60
K
E
+
40
20
A
B
C
D
100
TELEPHOTO LENSES (Millions)
Point Inefficient
E
F
0
0
++
Complete the following table by indicating whether each point represents output combinations that are inefficient, efficient, or unattainable. Check all
that apply.
0
C
r
20
0
60
SORGHUM (Millions of bushels)
Efficient
00
0
40
0
X8
C
D
Unattainable
0
0
00
80
100
Transcribed Image Text:Suppose the fictional country of Everglades produces only two goods: sorghum and telephoto lenses. The following graph plots Everglades's current production possibilities frontier, and includes six different output combinations given by black points (plus symbols) labeled A to F. 80 PPF 60 K E + 40 20 A B C D 100 TELEPHOTO LENSES (Millions) Point Inefficient E F 0 0 ++ Complete the following table by indicating whether each point represents output combinations that are inefficient, efficient, or unattainable. Check all that apply. 0 C r 20 0 60 SORGHUM (Millions of bushels) Efficient 00 0 40 0 X8 C D Unattainable 0 0 00 80 100
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