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1. If, in a given economy, production is taking place at a point inside the production possibility frontier:
a.
resource allocation is technically and allocatively efficient.
b.
resource allocation is technically efficient but allocatively inefficient.
c.
resource allocation is technically inefficient and allocatively efficient.
d.
resource allocation is technically and allocatively inefficient.
2. An allocation of resources is technically efficient if:
a.
it is impossible to increase the output of a particular good.
b.
it is possible to increase the output of all goods.
c.
it is impossible to increase the output of one good without cutting back on the production of something else.
d.
it is possible to increase the output of one good.
3. Consider a two-good production economy in which both goods are produced with fixed proportions production
functions. Then, some efficient allocations will exhibit unemployment of some factor providing:
a.
the firms use the inputs in different proportions.
b.
the firms exhibit diminishing returns to scale.
c.
the firms exhibit increasing returns to scale.
d.
production can never be efficient if there are unemployed inputs.
4. Suppose two goods (x and y) are being produced efficiently and that the production of x is always more labor intensive
than the production of y. Production depends only on two factors (capital and labor); these may be smoothly substituted
for each other. The total quantities of these inputs are fixed. An increase in the production of x and a decrease in the
production of y will:
a.
increase the capital-labor ratio in each firm.
b.
decrease the capital-labor ratio in each firm.
c.
leave the capital-labor ratio for each firm unchanged.
d.
increase the capital-labor ratio in y production and decrease the capital-labor ratio in x production.
5. An efficient allocation of productive inputs requires that:
a.
each output has the same rate of technical substitution among inputs used.
b.
each output has the same marginal rate of substitution for consumers.
c.
each pair of outputs has the same rate of product transformation.
d.
each individual has the same marginal rate of substitution between outputs.
6. The slope of the production possibility frontier shows:
a.
the marginal rate of substitution between the two goods.
b.
the relative marginal costs of the two goods.
c.
the efficient combination of outputs possible using fixed amounts of input.
d.
the relative marginal productivities of the two goods.
7. The rate of product transformation (RPT) measures the ability of:
a.
a consumer to trade one good for another while still maximizing his or her utility.
b.
a firm to substitute one input for another and still maintain the same production level.
c.
society to substitute the production of one good for another while still using a fixed supply of inputs
efficiently.
d.
a firm to produce a final good while starting with only natural resources.
8. In an economy consisting of only two goods, corn and cloth, the amount of extra cloth that can be produced efficiently
if corn output is reduced by one unit is equal to:
a.
the rate of technical substitution for corn divided by the rate of technical substitution for cloth.
b.
the rate of technical substitution for cloth divided by the rate of technical substitution for corn.
c.
the marginal cost of producing cloth divided by the marginal cost of producing corn.
d.
the marginal cost of producing corn divided by the marginal cost of producing cloth.
9. In order to assure allocative efficiency:
a.
people's marginal rate of substitution must equal the economy's rate of product transformation.
b.
people's marginal rate of substitution must equal the firm's rate of technical substitution among inputs.
c.
a firm's rate of technical substitution must equal the economy's rate of product transformation.
d.
all of the above.
10. Each of the following factors might interfere with the efficiency of perfect competition except:
a.
increasing returns to scale.
b.
imperfect price information.
c.
externalities.
d.
diminishing returns to scale.
11. The reason externalities distort the allocation of resources is that:
a.
too few goods are usually produced.
b.
firms often go out of business because of the externality.
c.
a firm's private costs do not reflect the social cost of production.
d.
regulating externalities uses scarce resources.
12. Under a perfectly competitive price system:
a.
an equitable allocation of the available resources will always result.
b.
there is no opportunity for individuals to trade amongst themselves.
c.
there is no reason to expect that voluntary trading will result in an equitable allocation of the available
resources.
d.
none of the above.
13. The "Classical Dichotomy" refers to:
a.
a distinction between "value in use" and "value in exchange."
b.
separate theories of demand and supply.
c.
the possibility of Giffen's Paradox.
d.
determination of relative prices independent of the nominal price level.
14. In general, non-equilibrium prices occur because:
a.
information is imperfect and adjustment is costly.
b.
supply curves shift along stationary demand curves.
c.
demand curves shift along stationary supply curves.
d.
monopolists charge prices above marginal cost.
15. In volatile markets, "speculators" would be expected to provide some stability because:
a.
they will be required to do so by the government.
b.
they will use current price moves to predict future moves.
c.
they will buy when price is below equilibrium and sell when it is above equilibrium.
d.
they will buy when price is above equilibrium and sell when it is below equilibrium.
16. Consider three ways of allocating two goods in a two-person exchange economy.
I. Both individuals take prices as given and equilibrium prices are established by an impartial auctioneer.
II. One individual can act as a perfect price discriminator and force the other individual to pay a different price for each
unit of a good that is traded.
III. One individual is a monopolist and can charge the other individual a single, utility-maximizing price.
Which of these situations is efficient?
a.
None of them.
b.
Only I.
c.
I and II, but not III.
d.
I and III, but not II.
17. Every allocation of goods in a one good world is efficient because:
a.
MRSs are equalized.
b.
there is enough to go around for everyone.
c.
no one can be made better off without making someone else worse off.
d.
it doesn't matter to whom an extra unit of the good is given.
18. In a two-good world, every allocation would be efficient only if:
a.
both individuals were identical.
b.
both individuals regard the two goods as perfect substitutes.
c.
both individuals were identical and regard the two goods as perfect complements.
d.
both individuals were identical and regard the two goods as perfect substitutes.
19. The First Theorem of Welfare Economics states that:
a.
only Walrasian equilibria can be Pareto optimal.
b.
all Walrasian equilibria are Pareto optimal.
c.
a Walrasian equilibrium price vector can always be found.
d.
some Walrasian equilibria may be unfair.
20. The Second Theorem of Welfare Economics states that:
a.
all Walrasian equilibria are also social welfare maxima.
b.
social welfare maxima will usually be Pareto inefficient.
c.
any social welfare maximum can be a Walrasian equilibrium with suitable transfers of initial endowments.
d.
all Pareto optimal allocations are social welfare maxima.
21. Suppose that the two persons in an exchange economy (A and B) have utility functions given by
Along the contract curve, B's ratio of Y to X will be:
a.
2:1.
b.
1:1.
c.
1:2.
d.
between 1:1 and 1:2.
22. In a two-good exchange economy, A's utility is given by
and B's utility by
Along the contract curve, x/y for B will be times x/y for A.
a.
4
b.
3
c.
2
d.
1
23. Suppose two individuals in an exchange economy have identical utility functions given by Person A
has an endowment of x = 9 y = 8, person B has one of x = 16 y = 2. The price ratio that will prevail in equilibrium is:
a.
px / py= 2.5.
b.
px / py = 1.0.
c.
px / py = 0.4.
d.
px / py = 0.125.
24. In an exchange economy A's utility is given by UA = x + y and B's by UB = min[x, 2y]. The initial endowment for A is
x = 10, y = 8 and for B, x = 8, y = 4. To reach the contact curve, these individuals must:
a.
trade 1x for 1y.
b.
trade 2x for 1y.
c.
trade 1x for 2y.
d.
do nothing, since they are already on the contract curve.
