The Rate Of Profit (4)
The Rate Of Turnover Of Capital
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Most estimates of the Rate of Profit are not how he did it. |
In this part I want to show that these estimates most grossly underestimate the rate of profit because they fail to take account of an aspect that Marx and Engels specifically detailed as having a crucial role upon it. That is the consequence of the rate of turnover of capital.

In analysing the effect of turnover on the creation of an annual rate of surplus value Marx examines the circuit of capital, breaking it down into the production period and circulation period. The production period includes the working period – essentially the time when workers are actually employed in production – and the production time, which includes the actual time that a commodity requires before it can become commodity-capital ready for sale. The production time differs from the working period, because some commodities like wine have to stand without any labour being expended upon, or like crops have to simply grow before they can be harvested. The circulation period is comprised of two components. Firstly, there is the time required between money-capital being in place, and it being able to acquire means of production and labour-power. If materials have to be bought from a long distance, for example, it may be necessary to hold larger stocks to account for any delays or stoppages in supply. That means more money capital has to be available to purchase this larger productive supply. Secondly, there is the time that it takes between the commodity-capital being ready for sale, and the sale taking place, and the proceeds of the sale being available as money-capital to once more buy productive-capital.
In short, any individual capital must have sufficient money-capital available so that it can maintain production on a continuous basis throughout the whole of this process. This is the capital it must ADVANCE. But, its clear that the capital that has to be advanced, is different from the capital that is LAID OUT over say a year. The difference depends upon how quickly the capital is turned over, which is the inverse of the period of turnover. In other words, if a capital turns over 10 times in a year, its period of turnover is a tenth of a year.
For example, suppose I have a business producing and selling ice cream. Assume I can acquire the necessary materials immediately, so there is no circulation time there. I produce enough ice cream that I know I can sell every day. The materials cost me £100, and my wages amount to £20. I lay out this capital at the start of day one, and produce the ice cream first thing in the morning. During the course of the day, I sell all the ice cream, which brings in £140, producing, therefore, £20 of surplus value. The rate of surplus value here is 20/20 x 100 = 100%. The rate of profit is 20/100 + 20 = 16.66%.
At the end of the day, I have my original capital of £120 returned to me, and can now use it to buy my constant capital and labour-power ready for the next day. However, if we assume there are 350 working days in a year, over a year, I will have laid out 350 x £100 for constant capital = £35,000. I will also have laid out 350 x £20 = £7,000 for variable capital. The total capital laid out in the year amounts to £42,000, even though I have only ever advanced £120! The advanced capital has kept returning to me to be laid out over and over again. The only capital I needed to start and continue this business was just £120.
Looking at the surplus value. It equals 350 x £20 = £7,000. Measured against the total wage bill for the year of £7,000, this represents a rate of surplus value still of 100%. Similarly, measured against the total capital laid out of £42,000, it represents a rate of profit of 16.66%.
But, of course, as Marx points out this is a false picture, and one the capitalists are more than happy to present via their accountants, and accountancy practices. This indeed, is how the firms accounts would be presented, and how their rate of profit would be calculated. But, it is precisely on this basis of the laid out (variable) capital that the estimates of the rate of profit for the economy are calculated. The reason it is wrong, as Marx points out is that the capital actually advanced is only £120! If the surplus value is measured against the capital advanced rather than laid out, you get completely different figures.
The variable capital advanced is £20, and the surplus value is £7,000. On this basis the rate of surplus value is 7000/20 x 100 = 35,000%!!! The rate of profit is 7000/120 x 100 = 5833.33%!!! This rate of surplus value is what Marx calls the annual rate of surplus value. It is equal to the rate of surplus value multiplied by the number of times the capital turns over – here 350. Similarly, rate of profit is actually equal to s x n/c+v, where no is the number of times the capital turns over.

In that case, in order that this capital can commence business, and continue production, it really must have available £42,000 of money capital. Every day, it draws £120 of this capital and pays out £100 for materials and £20 for labour-power. At the end of the year its variable capital advanced amounts to £7,000, and with exactly the same 100% rate of surplus value, it produces £7,000 of surplus value.

If we look at the last 30 years, it is clear that there have been dramatic improvements in all of these areas. The introduction of robotics in production has revolutionised productivity levels, as has the use of new Japanese style production techniques based on flexible specialisation, Toyotism, or neo-fordism. Moreover, along with these has gone the introduction of Just In Time, which is not just a system of stock control, but involves the adoption of similar methods throughout the production process. It revolutionises the levels of productive supply large and medium sized enterprises need to hold, slashing the time of the first stage of the circulation process. But, this same process means that outputs are also more frequently shipped in smaller batches on a regular basis, made possible also by a revolution in transport via containerisation, logistics etc.


But, also in the last 30 years, the development of financial services and banking has massively speeded up the circulation period. The development of international clearing systems, the establishment of a vast array of futures markets for commodities and so on have again revolutionised these transactions, speeding money-and commodity capital on its way throughout its circuit.
Quantifying some of the changes I have listed here and in previous posts would require far more resources than I have available. But, I think from what has been outline it can be seen that the omission of the circulating constant capital significantly misstates the rate of profit, just as it understates the rise in the rate of profit, due to the factors outlined previously. Similarly, a failure to take into account the rate of turnover seriously understates the rise in the rate of profit, and its absolute level.
I have no way of ascertaining the actual rate of turnover of capital, or even accurately determining how it might have changed. Consequently, I have used a proxy, which if anything, and particularly over the last 30 years, understates the rise in the rate of turnover. I have used the average annual increase in productivity, which most estimates put at around 2%. It is the best proxy available, because the rise in productivity directly affects the working period, and important elements of the circulation period, i.e. transport times.
To illustrate the effect I have used Doug Henwood's estimate of the pre-tax profit rate as a base. I have extrapolated data from his chart, and plotted the rate of profit based on five yearly data points. I have used smoothing so that the more erratic movements are removed, which means that the actual trends in the movement are more readily seen. I began by then adjusting these profit rates in line with a 2% p.a. cumulative increase in the rate of turnover, starting with a base rate of turnover of 1 in 1950. I then realised that, in fact, the changes in productivity growth would likely be greater during periods of Long Wave Winter and Spring, for the reasons I have described earlier. So I plotted a second line in which the rate of turnover was increased by 2.5% during those periods, 2% during the Summer phase, and 1.5% during the Autumn Phase. In fact, it made little difference.
As can be seen the result is dramatic. According to Henwood's chart, the rate of profit currently is around 7%. On an adjusted basis to take account of changes in the rate of turnover, it would, on this basis be three times higher, i.e. the rate of turnover today would be three times greater than it was in 1950, with a consequent effect on the real rate of profit.

As Marx points out, money held as a hoard is not money-capital. It is only potential money-capital. These vast money hoards do not represent an overproduction of capital, as some have tried to say, for that reason alone. They are no more an over production of capital than are the normal money hoards that businesses accumulate to cover the normal circuit of capital, to cover the depreciation of fixed capital, or to build into sufficient quantity to be used as actual capital accumulation. They do not represent some kind of crisis of capitalism, but the very reverse, an indication of its massive expansion, dynamism, and potential for future growth, as and when these money hoards are put to working in the purchase of productive capital.
In the next and final part in relation to the Rate of profit, I will look at what the turn of the Long Wave cycle means for the rate of profit from here, and what it means for the use of these money hoards, and consequently for interest rates. I will then in future parts look specifically at interest rates, and then the implications for inflation.
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