An introduction to the theory of value : $b On the lines of Menger, Weiser, and Böhm-BawerkSmart, William
General
An introduction to the theory of value : $b On the lines of Menger, Weiser, and Böhm-Bawerk
Smart, William
Austrian school of economics; Value
To sum up. In assuming that bread and water had a higher “use-value”
than iron, iron than gold, gold than diamonds, the earlier economists
evidently referred to a theoretical scale of wants which is not
recognised by any man as _his_ scale; and, as they could not ignore
the fact that practical men, in making their valuations, seemed to
put diamonds above gold, gold above iron, and iron above bread, they
had to divide off their so-called “use-value” sharply from the value
which ruled the economical transactions of the world, and to call the
latter “exchange value.” The modern economist says that the phenomenon
of bread possessing little value and diamonds much value, is not in
contradiction with the theory that value depends entirely on utility.
Bread is little thought of, and diamonds much thought of, because,
when all the circumstances are taken into account—the circumstance
of limitation of want and the circumstance of provision for want—the
importance to concrete human want of the one is little, and of the
other is much.
NOTE
The Austrian writers, whose economics are strongly coloured by the
utilitarian psychology, usually put the matter in the following way.
The course of the satisfaction of a want may be represented by a
diminishing scale. Of most wants, material and intellectual alike, it
is true that the pleasure got from the first draught of satisfaction
is the keenest. The complete satisfaction, then, of any want might be
represented by a graduated scale diminishing to zero—beyond zero, the
satisfaction turning into satiety and disgust.
If we combine this scale with the other alluded to in the text—that
which has the negative sanction of loss of wellbeing—we get a scheme
like the following:
I II III IV V VI VII VIII IX X
10
9 9
8 8 8
7 7 7 7
6 6 6 — 6
5 5 5 — 5 5
4 4 4 4 4 4 4
3 3 3 — 3 3 — 3
2 2 2 — 2 2 — 2 2
1 1 1 1 1 1 — 1 1 1
0 0 0 0 0 0 0 0 0 0
Here the Roman figures indicate classes or kinds of wants, the Arabic,
the concrete wants, or part wants, in each class. We thus see at a
glance that, the more important the class, the more important are
the concrete wants that stand highest in the class: that, even in
the highest class, there are concrete wants which are outweighed by
concrete wants of almost every other lower class: and that there are
classes of want, like IV and VII, which are not satisfied gradually, as
in the assuaging of hunger, but where want breaks off at a high level
and does not emerge again till wants of much inferior classes have been
met.
Public-domain text, read in full here on John Shaqi.
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