21.01.2014 Views

THE MYTH OF SOCIAL COST.pdf - Institute of Economic Affairs

THE MYTH OF SOCIAL COST.pdf - Institute of Economic Affairs

THE MYTH OF SOCIAL COST.pdf - Institute of Economic Affairs

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

<strong>SOCIAL</strong> <strong>COST</strong><br />

factory owner's self-employed efforts. The total gain reaches a<br />

maximum <strong>of</strong> £56 at 8 units <strong>of</strong> input, where the value <strong>of</strong><br />

private marginal product equals the marginal private cost<br />

(^12=^12). The postulated motive <strong>of</strong> maximisation (subject<br />

to constraints) dictates that the factory owner will operate at<br />

this quantity <strong>of</strong> output. The explicit constraints here include<br />

the cost <strong>of</strong> inputs, the diminishing returns, and the state <strong>of</strong><br />

technology. Other relevant constraints are only implicit: that<br />

the prices <strong>of</strong> input and output are determined costlessly in the<br />

markets; that the producer has no difficulty in finding and<br />

negotiating with his customers; that the workers, once contracted,<br />

will work exactly as agreed; and the list may go on to<br />

include the weather, health, and the like.<br />

The values <strong>of</strong> economic 'waste' are listed in Column 5. These<br />

values represent the losses in total gains at different amounts <strong>of</strong><br />

production. 1 Thus, if input is zero and therefore output is also<br />

zero, the maximum total gain <strong>of</strong> £56 which could be obtained<br />

by employing 8 units <strong>of</strong> inputs will now be lost and hence<br />

wasted; at 3 units <strong>of</strong> inputs, the total gain <strong>of</strong> £36 is less than<br />

the maximum gain <strong>of</strong> £56 by a waste <strong>of</strong> £20. What is a gain<br />

from one view is a waste from another view: these are two<br />

sides <strong>of</strong> the same coin. Thus constrained maximisation by the<br />

factory owner produces a situation where economic waste is<br />

zero. The efficiency <strong>of</strong> using 8 units <strong>of</strong> input may be interpreted<br />

in another way. Column 2 represents the maximum values the<br />

customers are willing to pay for the marginal shoe outputs<br />

generated by the use <strong>of</strong> marginal inputs; Column 3 represents<br />

the maximum values <strong>of</strong> alternative production forgone in employing<br />

the marginal inputs for shoe production. When these<br />

two values are equated at the margin, it becomes impossible to<br />

re-allocate any input resource in shoe production so as to<br />

benefit both the customer and the factory owner. The Pareto<br />

condition is thus satisfied.<br />

Pigou's central thesis: the polluting factory<br />

We now introduce the central thesis <strong>of</strong> Pigou's argument.<br />

Suppose that the factory emits smoke which pollutes the environment,<br />

thereby inflicting damage on the neighbourhood<br />

which is not subject to contracting; thus no transaction takes<br />

1 There are other measures <strong>of</strong> economic waste if the analysis is broadened to<br />

include other sectors <strong>of</strong> the economy, but this expansion is not yet important in<br />

this Paper.<br />

[27]

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!