THE WORKERLESS FACTORY:
Capitalist Apportionment of Surplus-value
“Thus,
although in selling their commodities the capitalists of the various spheres of
production recover the value of the capital consumed in their
production, they
do not secure the surplus-value, and consequently the profit, created in their
own sphere
by the production of these commodities. What they secure is only as much
surplus-value, and hence profit, as falls, when uniformly distributed, to the
share of every aliquot part of the total social capital from the total social
surplus-value, or profit, produced in a given time by the social capital in all
spheres of production. Every 100 of an invested capital, whatever its
composition, draws as much profit in a year, or any other period of time, as
falls to the share of every 100, the Nth part of the total capital, during the
same period. So far as profits are concerned, the various capitalists are just
so many stockholders in a stock company in which the shares of profit are
uniformly divided per 100, so that profits differ in the case of the individual
capitalists only in accordance with the amount of capital invested by each in
the aggregate enterprise…”[1]
Marxists hold that all value-added comes as the result of purposeful labor expended. That is, any additional revenue[2] (which is value-added realized through the medium of a sale) must come from labor-power (lp) purchased and put into productive activity as labor (l). This labor has the unique property in that when it is activated as l it produces more than it itself is worth. That is it produces surplus-value which, when transformed through that medium of sale, metamorphoses itself into profit. Is this so?
“the individual capitalists,
through improved methods, etc., may depress the value of their individual
commodity below the social average value and thereby realise an extra profit at
the prevailing market-price.” Vol 3.
Chap Xv.
pp258-9.
Consider the case of two carwashes (A1 and A2). Each employs 20 workers who each receive 1 unit of variable capital as their wage for a total of 20 units (v). The constant capital arrayed consists of 80 units (c). This latter is composed of 90% fixed and 10% circulating or 72 (f) units of the former and 8 (u) of the latter.
We will assume that these two taken together constitutes 10% of a total social capital (C) and further that these carwashes are in no way remarkable. That is their organic composition[3] is exactly the same as the general composition of the rest of the total social capital (B); that their rate of transference of value of the fixed into the product is the norm; and, that their workers pay is as usual (i.e. 1 unit). We will still further assume a general rate of profit (P’) (and thus a sector rate (p’) of 10%.
What would be the effect if one of these car washes (say A1) completely automates? This is the situation pre-automation:
A1
A2
B
C
OC
80c + 20v
80c + 20v
1440c + 360v
1600c + 400v
EOC[4] 72f + 8u + 20v 72f + 8u + 20v
1296f + 144u + 360v 1440f
+ 160u + 400v
Profit 10
10
180
200
We may quickly assess the situation as regards one aspect: the rate of surplus-value (s[5]/v) is 50%. System-wide as well as in each of the three aforementioned areas (A1, A2, B).
A1
A2
B
C
10/20 =
50%
10/20 = 50%
180/360 = 50%
200/400 = 50%
This may be of some interest later.
The total amount of purchasing power ($), in the form of profits and wages, created is
A1
A2
B
C
10p + 20w[6]
= 30$
10p +20w =
30$
180p + 360w = 540$
200p +
400w = 600$
We will make the arbitrary but perfectly reasonable assumption that every unit of $ finds its correspondence in 1 unit (#) of commodities[7] issuing out of the process.
Therefore $= # and $/# = 1.
Each commodity is able to capture 1$ (i.e. there are 600# and 600$).
Now B automates:
A1
A2
B
C
OC
80c + 20v
100c + 0v
1440c + 360v
1600c + 400v
EOC 72f +
8u + 20v 90f+ 10u + 0v
1296f + 144u + 360v
1440f + 160u + 400v
Profit 10 10 180 200
We have continued our assumption that there is a 9-1 ratio of fixed to circulating capital.
The total amount of purchasing power ($), in the form of profits and wages, created is
A1
A2
B
C
10p + 20w = 30$
10p + 0w =
10$
180p + 360w = 540$
200p +
380w = 580$
Therefore the same 600# finds itself now facing only 580$.
$/# = 580/600 = .967
The result is deflation. System-wide deflation. If all #’s produced are to be bought they can only be bought at the cost of a lesser price.
The system-wide P’ must fall by that ratio:
10% x 580/600 = 9.67%
A2’s profit can only come to pass pocketed out of the revenue generated by A1 and B.
As regards the rate surplus-value, if the rate of profit system-wide is to maintain itself then this s’ must increase and increase by exactly the reciprocal of the purchasing power to unit output ratio (580/600) such that the new rate of surplus-value (S’):
50% x 600/580 = 51.72%
As, of course, this only pertains to those sectors still with workers, one could conclude
that this sketch is much like the “Picture of Dorian Grey” with the neo-capitalist as the dilettante Grey and the remaining workers as the colors on the canvas of the woebegone portrait.
[1]
Vol 3, Chapter
IX, p 158. (All page citations are
from the International Publishers 1967 Edition.)
[2]
“The new value added by the annual newly added
labour -- and thus also that portion of
the annual product in which this value is represented and which may be drawn out
of the total output and separated from it -- is thus split into three parts,
which assume three different forms of revenue, into forms which express one
portion of this value as belonging or falling to the share of the owner of
labour-power, another portion to the owner of capital, and a third portion to
the owner of landed property.” Vol 3.
Chapter L. p 877.
[3] Organic composition: Percent of the total capital in the form of the constant (c) and variable (v) capitals.
[4] Expanded Organic Composition: As above save that the constant element is divided into its fixed (f) and circulating (u) elements.
[5] Given that all of the sectors are of the exact average
social composition profit is equal to surplus-value:
“The capital
invested in some spheres of production has a mean, or average, composition, that
is, it has the same, or almost the same composition as the average social
capital.
In these spheres the price of production is exactly or
almost the same as the value of the produced commodity expressed in money. If
there were no other way of reaching a mathematical limit, this would be the one.
Competition so distributes the social capital among the various spheres of
production that the prices of production in each sphere take shape according to
the model of the prices of production in these spheres of average composition,
i.e., they=k+kp' (cost-price plus the average rate of profit multiplied by the
cost price). This average rate of profit, however, is the percentage of profit
in that sphere of average composition in which profit, therefore, coincides with
surplus-value.” Vol 3, Chap X.
P173.
[6] v (the variable capital) transforms itself into w (wages) as it is paid out:
“In the study of distribution relations, the initial point of departure is the alleged fact that the annual product is apportioned among wages, profit and rent. But if so expressed, it is a misstatement. The product is apportioned on one side to capital, on the other to revenue. One of these revenues, wages, never itself assumes the form of revenue, revenue of the labourer, until after it has first confronted this labourer in the form of capital.” Vol 3. Chap 51. P878.
[7] Carwashes in sector A; widgets, et al in B.