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Prosperity and Depression.pdf

Prosperity and Depression.pdf

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22.6 AnalYsis of Theories Part Ihave thus three interchangeable expressions for the same thing.The expression " marginal propensity to consume " can always bereplaced, without a chaPge in meaning, by the expression " I minusthe marginal propensity to save U or by " I minus the reciprocalof the multiplier ".It follows that if, for instance, the margiral propensity toconsume is ~ (the marginal propensity to save being ~),10 10multiplier is 10; " the total employment caused (for example) bypublic works will be ten times the primary employment providedby the public works themselves, assuming no reduction of investrnentin other directions" (pages I 16 <strong>and</strong> I 17). This result isclearly implied by the assumption made. If we assume that anincrement in Yis divided in the proportion of I : 9 between I <strong>and</strong> C,then we assume that an increase in I by x units will mean an increaseof9X in C <strong>and</strong> an increase of lOX in Y. Ifwe assume the marginalpropensity to consume to be zero-in other words, that anincrement in Y is wholly confined to·I-then we assume that anincrement in I increases Y by no more than its own amount. Ifthe marginal propensity to consume is assumed to be I -that is, ifwe assume that " the next increment of output will have to bedivided between consumption <strong>and</strong> investment " in the proportionof I to a-then, in order not to contradict that assumption, we mustassume that any increase in I is accompanied by an infinite increasein C <strong>and</strong> Y: the multiplier is infinitely high. In plain English,there can be no increase in I.It will be well to keep in mind the logical nature of the " puretheory of the multiplier" 1 which is clearly revealed by theforegoing discussion. The theory is not intended by Mr. KEYNESas a statement about a relationship in the real world between twodistinguishable phenomena; there are not two facts, the marginalpropensity to consume on the one h<strong>and</strong>, <strong>and</strong> the multiplier on theother, ofwhich the former influences <strong>and</strong> governs the latter. Thelogical theory of the multiplier establishes a terminological rulethe1 Mr. Keynes calls it the u. logical theory of the multiplier" (GeneJ'alTheory, page 122).

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