Procrustean Art of Backtracking: “Price as Independent Variable”
Opening any textbook on Principles of
Economics, we see the diagram of market with the price (p) on the abscissa and the quantity traded (q) on the ordinate. Further:
1) The
demand representing the marginal utility
in the currency unit slopes downward.
2) The
supply representing the marginal production cost
in the dollar slopes upward.
3) There
surely is a cross near the right end of the diagram.
4) There
we go, the equilibrium price (p*) and
quantity (q*).
Easier
than eating the cake (and having it too)!
Don’t get it wrong. The framework simply is a metaphor; the metaphor by definition is not reality. In addition, the equilibrium price and the quantity traded can be known ex post.
The market never really works
as per the textbook description. The typical demand or supply function as p= aq+ b is far from realistic; we
already know that the demand and supply schedules are discrete in quantity and currency
unit. At any rate, such a “nicely differentiable” function calls the quantity “the
cause” and the price “the effect.” Again, the price is the dependent variable
according to the classical metaphor.
Case #1.
Macroeconomists have a super-strong trust is quantities and that in “real.” First
of all, they define value-free GDP in
“real quantity,” depriving the utility value
of “the Market Value of All Final Goods and Services Produced Within a Country In
a Given Period of Time” (Gregory Mankiw, Principles
of Economics). Afterwards, they play with “real variables” such as Y, S,
C, I, G, NX and r for the purpose suggesting “a model of several interacting markets”
and many more.
Amongst the rest of us, such a practice
is surreal if not “in name only.” We
never buy the apple for physical quantity, but for its effectiveness in
gratifying our wants.
Shh, they’ve got confused between
the end (value) and a means (quantity).
Case #2. On one hand, la raison d'etre of Cambridge macroeconomics is prescribing
policies to smooth out cyclicality of the economy over a year or so, also called “the short run.” On the other hand, they
assume for the sake of building the IS-LM model that the price level (P) be “sticky” or otherwise “constant”:
that is, P= P* in “the short
run.”
“See, I told you so”: We can now calculate the real GDP per annum, that is, the nominal GDP/ P* and the like. Take the real GDP of the US in 2020 for example. There is only one nominal GDP certified by the national income accountants as CPAs. May the economy be cyclical, the price level has been smoothened by the central bank, again P= P*. With P “constant” over the short run, all the other variables would be “more constant”!
Hurray!
Case #3. Enter the AS-AD model. Macroeconomists have “Pride and
Prejudice” as regards the slopes of curves: the AD downward and the AS upward.
As of this day, there does not seem to be a macro-agreement why so.
Nevertheless, the rest of us can give such ready-made answers for the sake of their convenience. On the debit side, the AD curve slopes downward because the price level (P, not P*) is the opportunity cost of aggregately demanding for GDP. On the credit side, the AS goes upward because the price level is the opportunity benefit of aggregately supplying.
Wondrous except for reverse causation!
Case #4. Enter the “so many” General Equilibrium Models. According
to Benjamin Franklin, when the economy in “equilibrium” finishes “varying,” it
is finished.
RIP!
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