Chapter 4—Prices and Consumption (continued)

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Chapter 4—Prices and
Consumption (continued)
6. Interrelations Among the
Prices of Consumers’ Goods
Thus, at any given point in time, the consumer is confronted with the
previously existing money prices of the various
consumers’ goods on the market. On the basis of his
utility scale, he determines his rankings of various units of the
several goods and of money, and these rankings determine how much money
he will spend on each of the various goods. Specifically, he will spend
money on each particular good until the marginal utility of
adding a unit of the good ceases to be greater than the
marginal utility that its money price on the market has for
him. This is the law of consumer action in a market economy. As he
spends money on a good, the marginal utility of the new units declines,
while the marginal utility of the money forgone rises, until he ceases
spending on that good. In those cases where the marginal utility of
even one unit of a good is lower than the marginal utility of its money
price, the individual will not buy any of that good.
In this way are determined the individual demand schedules for each
good and, consequently, the aggregate market-demand schedules for all
buyers. The position of the market-demand schedule determines what the
market price will be in the immediate future. Thus, if we
consider action as divided into periods consisting of
“days,” then the individual buyers set their
rankings and demand schedules on the basis of the prices existing at
the end of day 1, and these demand schedules determine what the prices
will be by the end of day 2.
The reader is now referred back to the discussion in chapter 2 above,
sections 9 and 10. The analysis, there applied to barter conditions,
applies to money prices as well. At the end of each day, the demand
schedules (or rather, the total demand schedules) and the
stock in existence on that day set the market equilibrium
price for that day. In the money economy, these factors determine the
money prices of the various goods during that day. The analysis of
changes in the prices of a good, set forth in chapter 2, is
directly applicable here. In the money economy, the most important
markets are naturally continuous, as goods continue to be
produced in each day. Changes in supply and demand schedules or changes
in total demand schedules and quantity of stock have exactly the same
directional effect as in barter. An increase in the market’s
total demand schedule over the previous day tends to increase the money
price for the day; an increase in stock available tends to lower the
price, etc. As in barter, the stock of each good, at the end of each
day, has been transferred into the hands of the most eager possessors.
Up to this point we have concentrated on the determination of the money
price of each consumers’ good, without devoting much
attention to the relations among these prices. The
interrelationships should be clear, however. The available
goods are ranked, along with the possibility of holding the money
commodity in one’s cash balance, on each
individual’s value scale. Then, in accordance with the
rankings and the law of utility, the individual allocates his units of
money to the most highly valued uses: the various consumers’
goods, investment in various factors, and addition to his cash balance.
Let us here set aside the question of the distribution chosen between
consumption and investment, and the question of addition to the cash
balance, until later chapters, and consider the interrelations among
the prices of consumers’ goods alone.
The law of the interrelation of consumers’ goods is: The
more substitutes there are available for any given good, the more
elastic will tend to be the demand schedules (individual and market)
for that good. By the definition of
“good,” two goods cannot be
“perfect substitutes” for each other,
since if consumers regarded two goods as completely identical, they
would, by definition, be one good. All
consumers’ goods are, on the other hand, partial
substitutes for one another. When a man ranks in his value
scale the myriad of goods available and balances the diminishing
utilities of each, he is treating them all as partial substitutes for
one another. A change in ranking for one good by necessity changes the
rankings of all the other goods, since all the rankings are
ordinal and relative. A higher price for one good (owing, say,
to a decrease in stock produced) will tend to shift the demand
of consumers from that to other consumers’ goods,
and therefore their demand schedules will tend to increase. Conversely,
an increased supply and a consequent lowering of price for a good will
tend to shift consumer demand from other goods to this one and lower
the demand schedules for the other goods (for some, of course, more
than for others).
It is a mistake to suppose that only technologically similar goods are
substitutes for one another. The more money consumers spend on
pork, the less they have to spend on beef, or the more money they spend
on travel, the less they have to spend on TV sets. Suppose that a
reduction in its supply raises the price of pork on the market; it is
clear that the quantity demanded, and the price, of beef will
be affected by this change. If the demand schedule for pork
is more than unitarily elastic in this range, then the higher
price will cause less money to be spent on pork, and more money will
tend to be shifted to such a substitute as beef. The demand schedules
for beef will increase, and the price of beef will tend to rise. On the
other hand, if the demand schedule for pork is inelastic,
more consumers’ money will be spent on pork, and the result
will be a fall in the demand schedule for beef and consequently in its
price. Such interrelations of substitute goods, however, hold
true in some degree for all goods, since all goods are substitutes for
one another; for every good is engaged in competing for the
consumers’ stock of money. Of course, some goods are
“closer” substitutes than others, and the
interrelations among them will be stronger than among the others. The
closeness of the substitution depends, however, on the
particular circumstances of the consumer and his preferences
rather than on technological similarity.
Thus, consumers’ goods, in so far as they are substitutes for
one another, are related as follows: When the stock of A
rises and the price of A therefore falls,
(1) if the demand schedule for A
is elastic, there will be a tendency for a decline in the demand
schedules for B, C, D,
etc., and consequent declines in their prices; (2) if the demand
schedule for A is inelastic, there will be a rise
in the demand schedules for B, C,
D, etc., and a consequent rise
in their prices; (3) if the demand schedule has exactly neutral (or
unitary) elasticity, so that there is no change in the amount of money
expended on A, there will be no effect on the
demands for and the prices of the other goods.
As the money economy develops and civilization flowers, there is a
great expansion in the types of goods available and therefore
in the number of goods that can be substituted for one another.
Consequently, there is a tendency for the demands for the various
consumers’ goods to become more elastic, although they will
continue to vary from highly elastic to highly inelastic. In so far as
the multiplication of substitutes tends to render demand
curves for individual goods elastic, the first type of
interaction will tend to predominate. Furthermore, when new
types of goods are established on the market, these will clearly draw
monetary demand away from other, substitute products, and hence bring
about the first type of reaction.
The substitutive interrelations of consumers’ goods were
cogently set forth in this passage by Philip Wicksteed:
It
is sufficiently obvious that when a woman goes into the market
uncertain whether she will or will not buy new potatoes, or chickens,
the price at which she finds that she can get them may determine her
either way. . . . For the price is the first and most obvious
indication of the nature of the alternatives that she is foregoing, if
she makes a contemplated purchase. But it is almost equally obvious
that not only the price of these particular things, but the price of a
number of other things also will affect the problem. If good, sound,
old potatoes are to be had at a low price, the marketer will be less
likely to pay a high price for new ones, because there is a good
alternative to be had on good terms. . . . If the housewife is thinking
of doing honour to a small party of neighbours by providing a couple of
chickens for their entertainment at supper, it is possible that she
could treat them with adequate respect, though not with distinction, by
substituting a few pounds of cod. And in that case not only the price
of chickens but the price of cod will tend to affect her choice. . . .
But
on what does the significance . . . [of the price difference
between chicken and cod] depend? Probably upon the price of
things that have no obvious connection with either chicken or cod. A
father and mother may have ambitions with respect to the education or
accomplishments of their children, and may be willing considerably to
curtail their expenditure on other things in order to gratify them.
Such parents may be willing to incur . . . entertaining their guests
less sumptuously than custom demands, and at the same time getting
French or violin lessons for their children. In such cases the question
whether to buy new or old potatoes, or whether to entertain friends
with chicken or cod, or neither, may be affected by the terms on which
French or music lessons of a satisfactory quality can be secured.
While all consumers’ goods compete with one another for
consumer purchases, some goods are also complementary
to one another. These are goods whose uses are closely linked together
by consumers, so that movements in demand for them are likely to be
closely tied together. An example of complementary
consumers’ goods is golf clubs
and golf balls, two goods the demands for which
tend to rise and fall together. In this case, for example, an increase
in the supply of golf balls will tend to cause a fall
in their prices, which will tend to raise the demand schedule for golf clubs
as well as to increase the quantity of golf balls demanded.
This will tend to increase the price of golf clubs.
In so far, then, as two goods are complementary to
each other, when the stock of A rises, and the
price of A therefore falls, the
demand schedule for B increases and its
price will tend to rise. Since a fall in the price
of a good will always increase the quantity of the good demanded (by
the law of demand), this will always stimulate the demand
schedule for a complementary good and thus tend to raise its price.
For this effect the
elasticity of demand for the original good has no relevance.
Summing up these interrelations among consumers’ goods:

All goods are substitutable for one another, while fewer are
complementary. When they are also complementary, then the complementary
effect will be mixed with the substitutive effect, and the nature of
each particular case will determine which effect will be the stronger.
This discussion of the interrelation of consumers’ goods has
treated the effect only of changes from the stock,
or supply, side. The effects are different when the change occurs in the
demand schedule instead of in the quantity of stock. Suppose
that the market-demand schedule for good A increases—shifts
to the right. This means that, for every hypothetical price, the
quantity of A bought, and therefore the amount of
money spent on A, increases. But, given the supply
(stock) of money in the society, this means that there will be
decreases in the demand schedules for one or more other goods.
More money spent on good A,
given the stock of money, signifies that less money is spent on goods B,
C, D . . . The demand curves for the latter goods
“shift to the left,” and the prices of these goods fall.
Therefore, the effect of the substitutability of all goods for one
another is that an increased demand for A,
resulting in a rise in the price of A,
will lead to decreased demand schedules and falling
prices for goods B, C, D . . . We can see this
relation more fully when we realize that the demand schedules are
determined by individual value scales and that a rise in the marginal
utility of a unit of A necessarily means a relative
fall in the utility of the other consumers’ goods.
In so far as two goods are complementary, another effect tends to
occur. If there is an increase in the demand schedule for golf clubs,
it is likely to be accompanied by an increase in the demand
schedule for golf balls, since both are determined by
increased relative desires to play golf. When changes come
from the demand side, the prices of complementary goods tend to rise
and fall together. In this case, we should not say that the rise in
demand for A led to a
rise in demand for its complement B, since both
increases were due to an increased demand for the consumption
“package” in which the two goods are intimately
related.
We may now sum up both sets of interrelations of consumers’
goods, for changes in stock and in demand (suppliers’
reservation demand can be omitted here, since this speculative element
tends toward correct estimates of the basic determinant, consumer
demand).

Table 10 indicates the reactions of other goods, B, C, D,
to changes in the determinants for good A, in so
far as these goods are substitutable for it or complementary to it. A +
sign signifies that the prices of the other goods react in the
same direction as the price of good A;
a – sign signifies that the prices of the other goods react
in the opposite direction.
In some cases, an old stock of a good may be
evaluated differently from the new and
therefore may become a separate good. Thus, while well-stored old nails
might be considered the same good as newly produced nails, an old Ford
will not be considered the same as a new one. There will, however,
definitely be a close relation between the two goods. If the supply
schedule for the new Fords decreases and the price rises, consumers
will tend to shift to the purchase of old Fords, tending to raise the
price of the latter. Thus, old and new commodities, technologically
similar, tend to be very close substitutes for each other, and
their demands and prices tend to be closely related.
Much has been written in the economic literature of
consumption theory on the “assumption”
that each consumers’ good is desired quite independently of
other goods. Actually, as we have seen, the desires for various goods
are of necessity interdependent, since all are ranged on the
consumers’ value scales. Utilities of each of the goods are
relative to one another. These ranked values for goods and money permit
the formation of individual, and then aggregate, demand schedules in
money for each particular good.
7.
The Prices of Durable Goods and Their Services
Why does a man purchase a consumers’ good? As we saw back in
chapter 1, a consumers’ good is desired and sought
because the actor believes that it will serve to satisfy his
urgently valued desires, that it will enable him to attain his valued
ends. In other words, the good is valuable because of the expected
services that it will provide. Tangible commodities, then, such as
food, clothing, houses, etc., and intangible personal services, such as
medical attention and concert performances, are similar in the life of
the consumer. Both are evaluated by the consumer in terms of their
services in providing him with satisfactions.
Every type of consumers’ good will yield a certain amount of services
per unit of time. These may be called unit services.
When they are exchangeable, these services may be sold individually. On
the other hand, when a good is a physical commodity and is durable, it
may be sold to the consumer in one piece, thereby embodying an expected
future accrual of many unit services. What are the interrelations among
the markets for, and prices of, the unit services and the durable good
as a whole?
Other things being equal, it is obvious that a more
durable good is more valuable than a less durable
good, since it embodies more future unit services. Thus, suppose that
there are two television sets, each identical in service to
the viewer, but that A has an expected life of five
years, and B of 10. Though the service is
identical, B has twice as many services as A
to offer the consumer. On the market, then, the price of B
will tend to be twice the price of A.
For nondurable goods, the problem of the separate sale of the service
of the good and of the good itself does not arise. Since they embody
services over a relatively short span of time, they are almost always
sold as a whole. Butter, eggs, Wheaties, etc., are sold as a whole,
embodying all their services. Few would think of
“renting” eggs. Personal services, on the other
hand, are never sold as a whole, since, on the free market, slave
contracts are not enforceable. Thus, no one can purchase a doctor or a
lawyer or a pianist for life, to perform services at will with no
further payment. Personal services, then, are always sold in
their individual units.
The problem whether services should be sold separately or with the good
as a whole arises in the case of durable commodities, such as
houses, pianos, tuxedos, television sets, etc. We have seen that goods
are sold, not as a total class, e.g., “bread” or
“eggs,” but in separate homogeneous units of their
supply, such as “loaves of bread,” or
“dozens of eggs.” In the present
discussion, a good can be sold either as a complete physical
unit—a house, a television set, etc.—or in service
units over a period of time. This sale of service units of a durable
good is called renting or renting
out or hiring out the good. The price of
the service unit is called the rent.
Since the good itself is only a bundle of expected service units, it is
proper to base our analysis on the service unit. It
is clear that the demand for, and the price of, a service unit of a
consumers’ good will be determined on exactly the
same principles as those set forth in the preceding analysis of this
chapter.
A durable consumers’ good embodies service units as they will
accrue over a period of time. Thus, suppose that a house is
expected to have a life of 20 years. Assume that a
year’s rental of the house has a market price, as determined
by the market supply and demand schedules, of 10 ounces of
gold. Now, what will be the market price of the house itself should it
be sold? Since the annual rental price is 10 ounces (and if this rental
is expected to continue), the buyer of the house will obtain
what amounts to 20 x 10, or 200 ounces, of prospective rental income.
The price of the house as a whole will tend inexorably to equal the
present value of the 200 ounces. Let us assume for convenience
at this point that there is no phenomenon of time preference
and that the present value of 200 ounces is therefore equal to 200
ounces. In that case, the price of the house as a whole will tend to
equal 200 ounces.
Suppose that the market price of the house as a whole is 180 ounces. In
that case, there will be a rush to buy the house, since there is an
expected monetary profit to be gained by purchasing for 180 ounces and
then renting out for a total income of 200 ounces. This action is
similar to speculative purchasers’ buying a good and
expecting to resell at a higher price. On the other hand, there will be
a great reluctance by the present owners of such houses (or of the
house, if there is no other house adjudged by the market as the same
good), to sell at that price, since it is far more profitable to rent
it out than to sell it. Thus, under these conditions, there will be a
considerable excess of demand over supply of this type of house for
sale, at a price of 180 ounces. The upbidding of the excess demand
tends to raise the price toward 200. On the other hand,
suppose that the market price is above 200. In that case, there will be
a paucity of demand to purchase, since it would be cheaper to pay
rental for it instead of paying the sum to purchase it. On the
contrary, possessors will be eager to sell the house rather than rent
it out, since the price for sale is better. The excess supply over
demand at a price over 200 will drive the price down to the equilibrium
point.
Thus, while every type of market price is determined as in the
foregoing sections of this chapter, the market also determines price relations.
We see that there is a definite relationship between the price
of the unit services of a durable consumers’ good and the
price of the good as a whole. If that relationship is
disturbed or does not apply at any particular time, the
actions of individuals on the market will tend to establish it, because
prospects of monetary gain arise until it is established, and
action to obtain such gain inevitably tends to eliminate the
opportunity. This is a case of “arbitrage” in the
same sense as the establishment of one price for
a good on the market. If two prices for one good exist, people will
tend to rush to purchase in the cheaper market and sell more of the
good in the more expensive market, until the play of supply
and demand on each market establishes an
“equilibrium” price and eliminates the
arbitrage opportunity. In the case of the durable good and its
services, there is an equilibrium-price relation,
which the market tends to establish. The market price of the
good as a whole is equal to the present value of the sum of its
expected (future) rental incomes or rental prices.
The expected future rental incomes are, of course, not
necessarily a simple extrapolation of present rental prices.
Indeed, since prices are always changing, it will almost always be the
case that rental prices will change in the future. When a person buys a
durable good, he is buying its services for a length of time extending
into the future; hence, he is more concerned with future
than with present rates; he merely takes the latter
as a possible guide to the future.
Now, suppose that the
individuals on the market generally estimate that rents for this house
over the next decade or so will be much lower than at present. The
price of the house then will not be 20 x 10 ounces, but some
correspondingly smaller amount.
At this point, we shall define the “price of the good as
whole” as its capital value on the
market, even though there is risk of confusion with the concept of
“capital good.” The capital value
of any good (be it consumers’ or capital good or nature-given
factor) is the money price which, as a durable good, it presently sells
for on the market. The concept applies to durable goods, embodying
future services.
The capital value of a
consumers’ good will tend to equal the present value of the
sum of expected unit rentals.
The capital value at any time is based on expectations of
future rental prices. What happens when these expectations are
erroneous? Suppose, for example, that the market expects the
rental prices of this house to increase in the next few years and
therefore sets the capital value higher than 200 ounces.
Suppose, further, that the rental prices actually decline
instead. This means that the original capital value on the market had
overestimated the rental income from the house. Those who had sold the
house at, say, 250, have gained, while those who bought the house in
order to rent it out have lost on the transaction. Thus, those who have
forecast better than their fellows gain, while the poorer forecasters
lose, as a result of their speculative transactions.
It is obvious that such monetary profits come not
simply from correct forecasting, but from forecasting more
correctly than other individuals. If all the individuals had
forecast correctly, then the original capital value would have been
below 200, say, 150, to account for the eventually lower rental prices.
In that case no such monetary profit would have appeared.
It should be clear that
the gains or losses are the consequences of the freely
undertaken action of the gainers and losers themselves. The
man who has bought a good to rent out at what proves to be an
excessive capital value has only himself to blame for being
overly-optimistic about the monetary return on his investment.
The man who sells at a capital value higher than the eventual rental
income is rewarded for his sagacity through decisions
voluntarily taken by all parties. And since successful forecasters are,
in effect, rewarded, and poor ones penalized, and in proportion to good
and poor judgment respectively, the market tends to establish
and maintain as high a quality of forecasting as is humanly possible to
achieve.
The equilibrium relation between the capital value on the market and
the sum of expected future rents is a day-to-day
equilibrium that tends always to be set by the market. It is
similar to the day-to-day market equilibrium price
for a good set by supply and demand. On the other hand, the
equilibrium relation between present capital value and actual
future rents is only a long-range tendency fostered by the
market’s encouragement of successful forecasters. This
relation is a final equilibrium, similar to the final
equilibrium prices that set the goal toward which the
day-to-day prices tend.
Study of capital value and rental prices requires additional
supply-demand analysis. The determination of the unit rental
price presents no problem. Price determination of the capital value,
however, needs to be modified to account for this dependence on, and
relationship to, the rental price. The demand for
the durable good will now be, not only for direct use, but also,
on the part of others, demand for investment in future
renting out. If a man feels that the market price of the
capital value of a good is lower than the income he can obtain from
future rentals, he will purchase the good and enter the renting-out
market as a supplier. Similarly, the reserved demand
for the good as a whole will be not only for direct use or for
speculative price increases, but also for future
renting out of the good. If the possessor of a durable good believes
that the selling price (capital value) is lower than what he can get in
rents, he will reserve the supply and rent out the good. The capital
value of the good will be such as to clear the total stock, and the
total of all these demands for the good will be in equilibrium. The
reserved demand of the buyers will, as before, be due to their reserved
demand for money, while the sellers of both the good as a whole and of
its unit services will be demanding money in exchange.
In other words, for any consumers’ good, the possessors have
the choice of either consuming it directly or selling it for money. In
the case of durable consumers’ goods, the possessors can do
any one of the following with the good: use it directly, sell it whole,
or hire it out—selling its unit services
over a period of time. We have already seen that if using it directly
is highest on his value scale, then the man uses the good and reserves
his stock from the market. If selling it whole is highest on his value
scale, he enters the “capital” market for the good
as a supplier. If renting it out is highest on his value
scale, then he enters the “renting” market
for the good as a supplier. Which of these latter alternatives
will be higher on his value scale depends on his estimate of
which course will yield him the higher money income. The shape of the
supply curves in both the capital and rental markets will be either
rightward- and upward-sloping or vertical, since the greater the
expected income, the less will be the amount reserved for direct use.
It is clear that the supply schedules on the two markets are
interconnected. They will tend to come into equilibrium when the
equilibrium-price relation is established between them.
Similarly, the nonpossessors of a good at any given time will choose
between (a) not buying it and reserving their money,
(b) buying it outright, and (c)
renting it. They will choose the course highest on their value scales,
which depends partially on their demand for money and on their estimate
of which type of purchase will be cheaper. If they decide to
buy, they will buy on what they estimate is the cheaper market; then
they can either use the good directly or resell it on the more
expensive market. Thus, if the capital value of the house is 200 and a
buyer estimates that total rental prices will be 220, he buys
outright at 200, after which he may either use it directly or enter the
rental market as a supplier in order to earn the expected 220 ounces.
The latter choice again depends on his value scale. This is
another example of the arbitrage action already explained, and
the effect is to link the demand curves for the two types of markets
for durable goods.
Here it must be pointed out that in some cases the renting contract
itself takes on the characteristics of a capital contract and the
estimating of future return. Such is the case of a long-term
renting contract. Suppose that A is planning to rent a house to B for
30 years, at a set annual price. Then, instead of continual
changes in the rental price, the latter is fixed by
the original contract. Here again, the demand and supply
schedules are set according to the various individual estimates of the
changing course of other varying rents for the same type of good. Thus,
if there are two identical houses, and it is expected that the sum of
the varying rents on house A for the next 30 years
will be 300 ounces, then the long-term renting price for house B
will tend to be set at 10 ounces per year. Here again, there is a
similar connection between markets. The price of
presently established long-term rents will tend to be equal to
the present value of the sum of the expected fluctuating rents for
identical goods. If the general expectation is that the sum
of rents will be 360 ounces, then there will be a heavy demand for
long-term rent purchases at 300 ounces and a diminished supply for rent
at that price, until the long-term rental price is driven to 12 ounces
per year, when the sum will be the same. And here again, the
ever-present uncertainty of the future causes the more able
forecasters to gain and the less able ones to lose.
In actuality, time preference exists, and the present value of the
future rentals is always less by a certain discount than the sum of
these rentals. If this were not so, the capital value of very durable
goods, goods which wear out only imperceptibly, would be almost
infinite. An estate expected to last and be in demand for hundreds of
years would have an almost infinitely high selling price. The
reason this does not happen is that time preference
discounts future goods in accordance with the length of time being
considered. How the rate of time preference is arrived at will
be treated in later chapters. However, the following is an
illustration of the effect of time preference on the
capital-value of a good. Assume a durable good, expected to
last for 10 years, with an expected rental value of 10 ounces each
year. If the rate of time preference is 10 percent per annum, then the
future rents and their present value are
as follows:

As
the date of time recedes into the future, the compounded discount
becomes greater, finally reducing the present value to a negligible
amount.
It is important to recognize that the time-preference factor does not,
as does relatively correct forecasting of an uncertain situation,
confer monetary profits or losses. If the time-preference rate is 10
percent, purchasing the aforementioned good for 59.4 ounces, holding
it, and renting it out for 10 years to acquire 100 ounces does not
constitute a monetary profit. Present money was at this premium over
future money, and what this man earned was simply the amount
of future income that the market had evaluated as equal to 59.4 ounces
of present money.
In general, we may sum up the action of entrepreneurs in the field of
durable consumers’ goods by saying that they will tend to invest
in the outright purchase of (already existing) durable
consumers’ goods when they believe that the present capital
value of the good on the market is less than the sum of future rentals
(discounted by time preference) that they will receive. They will sell
such goods outright when they believe that the present capital
value is higher than the discounted sum of future rentals. Better
forecasters will earn profits, and poorer ones will suffer losses. In
so far as the forecasting is correct, these
“arbitrage” opportunities will tend to disappear.
Although we have analyzed the arbitrage profits and losses of
entrepreneurship in the case of selling outright as against
renting, we have yet to unravel fully the laws that govern
entrepreneurial incomes—the incomes that the
producers strive to obtain in the process of production. This problem
will be analyzed in later chapters.
8. Welfare Comparisons and the Ultimate
Satisfactions of the Consumer
In our preoccupation with analysis of the action of man in the monetary
economy, it must not be thought that the general truths presented in
chapter 1 remain no longer valid. On the contrary, in chapter 1 they
were applied to isolated Crusoe-type situations because we logically
begin with such situations in order to be able to analyze the more
complex interrelations of the monetary economy. However, the truths
formulated in the first chapter are applicable still, not only through
logical inferences applied to the monetary nexus, but also
directly to all situations in the monetary economy in which
money is not involved.
There is another sense in which the analysis of the first
chapter is directly applicable in a money economy. We may be
primarily concerned in the analysis of exchange with the
consumer’s allocation of money to the most highly valued of
its uses—based on the individual’s value scales. We
must not forget, however, the ultimate goal of the
consumer’s expenditures of money. This goal is the actual use
of the purchased goods in attaining his most highly valued ends. Thus,
for the purposes of analysis of the market, once
Jones has purchased three pounds of butter, we have lost interest in
the butter (assuming there is no chance of Jones’ re-entering
the market to sell the butter). We call the retail sale of the
butter the sale of the consumers’ good,
since this is its last sale for money along the
path of the butter’s production. Now the good is in
the hands of the ultimate consumer. The consumer has weighed the
purchase on his value scale and has decided upon it.
Strictly, we must never lose sight of the fact that this purchase by
the consumer is not the last stopping point of the
butter, when we consider human action in its entirety. The butter must
be carried to the man’s home. Then, Jones allocates the units
of butter to their most highly valued uses: buttered toast, butter in a
cake, butter on a bun, etc. To use the butter in a cake or sandwich,
for example, Mrs. Jones bakes the cake and prepares the sandwich and
then brings it to the table where Jones eats it. We can see that the
analysis of chapter 1 holds true, in that useful
goods—horses, butter, or anything else—in the hands
of the consumer are allocated, in accordance with their utility, to the
most highly valued uses. Also, we can see that actually the butter
when last sold for money was not a consumers’ good,
but a capital good—albeit one of
lower order than at any other previous stage of its production. Capital
goods are produced goods that must be combined still further with other
factors in order to provide the consumers’ good—the
good that finally yields the ultimate satisfaction to the
consumer. From the full praxeological point of view, the butter becomes
a consumers’ good only when it is actually being eaten or
otherwise “consumed” by the ultimate
consumer.
From the standpoint of praxeology proper—the complete
formal analysis of human action in all its
aspects—it is inadmissible to call the good at its last
retail sale to the consumer a “consumers’
good.” From the point of view of that subdivision of
praxeology that covers traditional economics—that of catallactics,
the science of monetary exchanges—however, it becomes
convenient to call the good at the last retail stage a
“consumers’ good.” This is the last stage
of the good in the monetary nexus—the last point, in most
cases, at which it is open to producers to invest money in factors. To
call the good at this final monetary stage a
“consumers’ good” is permissible,
provided we are always aware of the foregoing qualifications. We must
always remember that without the final stages and the final allocation
by consumers, there would be no raison
d’être for the whole monetary exchange
process. Economics cannot afford to dismiss the ultimate
consumption stage simply because it has passed beyond the
monetary nexus; it is the final goal and end of the monetary
transactions by individuals in society.
Attention
to this point will clear up many confusions. Thus, there is the
question of consumers’ income. In chapter 3, we analyzed
consumers’ money income and the universal goal of maximizing
psychic income, and we indicated to some extent the relation between
the two. Everyone attempts to maximize the latter, which includes on
its value scale a vast range of all consumers’
goods, both exchangeable and nonexchangeable. Exchangeable
goods are generally in the monetary nexus, and therefore can
be purchased for money, whereas nonexchangeable goods are not. We have
indicated some of the consequences of the fact that it is psychic
and not monetary income that is being
maximized, and how this introduces qualifications into the
expenditure of effort or labor and in the investment in
producers’ goods. It is also true that psychic income, being
purely subjective, cannot be measured. Further, from the
standpoint of praxeology, we cannot even ordinally compare the psychic
income or utility of one person with that of another. We cannot say
that A’s income or “utility” is
greater than B’s.
We can—at least, theoretically—measure monetary
incomes by adding the amount of money income each person obtains, but
this is by no means a measure of psychic income. Furthermore, it does
not, as we perhaps might think, give any exact indication of the amount
of services that each individual obtains purely from exchangeable
consumers’ goods. An income of 50 ounces of gold in one year
may not, and most likely will not, mean the same to him in terms of
services from exchangeable goods as an income of 50 ounces in some
other year. The purchasing power of money in terms of all other
commodities is continually changing, and there is no way to
measure such changes.
Of course, as historians rather than economists, we can make imprecise
judgments comparing the “real” income rather than
the monetary income between periods. Thus, if Jones received 1,000
ounces of income in one year and 1,200 in the next, and prices
generally rose during the year, Jones’ “real
income” in terms of goods purchasable by the money has risen
considerably less than the nominal monetary increase or perhaps fallen.
However, as we shall see further below, there is no precise method of
measuring or even identifying the purchasing power of money and its
changes.
Even if we confine ourselves to the same period, monetary
incomes are not an infallible guide. There are, for example,
many consumers’ goods that are obtainable both
through monetary exchange and outside the money nexus. Thus,
Jones may be spending 18 ounces a month on food, rent, and
household maintenance, while Smith spends only nine ounces a
month. This does not necessarily mean that Jones obtains twice as much
of these services as Smith. Jones may live in a hotel, which
provides him with these services in exchange for money. Smith, on the
other hand, may be married and may obtain household and cooking
services outside the monetary nexus. Smith’s psychic income
from these services may be equal to, or greater than, Jones’,
despite the lower monetary expenditures.
Neither can we measure psychic incomes if we confine ourselves
to goods in the monetary nexus. A and B might live in the same sort of
house, but how can the economist-observer deduce from this
that the two are deriving the same amount of enjoyment from
the house? Obviously, the degree of enjoyment will most likely differ,
but the mere fact of the income or property will provide no clue to the
direction or extent of the difference.
It follows that the law of the diminishing marginal utility of money
applies only to the valuations of each individual
person. There can be no comparison of such utility between persons.
Thus, we cannot, as some writers have done, assert that an extra dollar
is enjoyed less by a Rockefeller than by a poor man. If Rockefeller
were suddenly to become poor, each dollar would be worth more to him
than it is now; similarly, if the poor man were to become rich, his
value scales remaining the same, each dollar would be worth less than
it is now. But this is a far cry from attempting to compare different
individuals’ enjoyments or subjective valuations. It is
certainly possible that a Rockefeller enjoys the services of each
dollar more than a poor, but highly ascetic, individual does.
Wicksteed, Common Sense
of Political Economy, I, 21–22.
The exception is those cases in
which the demand curve for the good is directly vertical, and there
will then be no effect on the complementary good.
We omit at this point analysis of
the case in which the increase in demand results from
decreases of cash balance and/or decreases in investment.
Strictly, this is not correct, and
the important qualification will be added below. Since, as a result of
time preference, present services are worth more than the same ones in
the future, and those in the near future more than those in the far
future, the price of B will be less
than twice the price of A.
It needs to be kept in mind that,
strictly, there is no such thing as a “present”
price established by the market. When a man considers the price of a
good, he is considering that price agreed upon in the last recorded
transaction in the market. The “present” price is
always, in reality the historically recorded price of the most
immediate past (say, a half-hour ago). What always interests the actor
is what various prices will be at various times in the future.
On the different uses of the term
“value,” see Appendix B, “On
Value,” below.
The concept of monetary profit and
loss and their relation to capitalization will be explored below.
Cf. Fetter, Economic
Principles, pp. 158–60.
For a discussion of the value of
durable goods, see the brilliant treatment in
Böhm-Bawerk, Positive Theory of Capital,
pp. 339–57; Fetter, Economic Principles,
pp. 111–21; and Wicksteed, Common Sense of
Political Economy, I, 101–11.
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