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Money, Bank Credit, and Economic Cycles - The Ludwig von Mises ...

Money, Bank Credit, and Economic Cycles - The Ludwig von Mises ...

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230 <strong>Money</strong>, <strong>Bank</strong> <strong>Credit</strong>, <strong>and</strong> <strong>Economic</strong> <strong>Cycles</strong><strong>Money</strong> remainingin each bank’s vaultTABLE IV-2SYSTEM OF SMALL BANKS(k=0 <strong>and</strong> c=0.1)<strong>Credit</strong> expansion(Loans createdex nihilo)Deposits<strong>Bank</strong> A 100,000 900,000 1,000,000<strong>Bank</strong> B 90,000 810,000 900,000<strong>Bank</strong> C 81,000 729,000 810,000<strong>Bank</strong> D 72,900 656,000 729,000<strong>Bank</strong> E 65,600 590,000 656,000<strong>Bank</strong> F 59,000 531,000 590,000<strong>Bank</strong> G 53,100 478,000 531,000<strong>Bank</strong> H 47,800 430,000 478,000<strong>Bank</strong> I 43,000 387,000 430,000<strong>Bank</strong> J 38,700 348,000 387,000. . . . .<strong>Bank</strong>ingSystem totals d=1,000,000 x = d(1 – c) = 9,000,000cd = 10,000,000cNote: <strong>The</strong> last three digits have been rounded.It is also true that a banking system composed of onemonopolistic bank (when k=1) is a unique instance within thebroader category of isolated banks which exp<strong>and</strong> deposits<strong>and</strong> loans.To conclude, two particular cases lead to identical resultsregarding new loans created (9,000,000 m.u.) <strong>and</strong> the total volumeof deposits (10,000,000 m.u.). <strong>The</strong> first case is a bankingsystem made up of tiny banks, each with a k equal to zero. <strong>The</strong>second is an isolated bank with a k equal to one. Given thatboth cases are easy to comprehend, they are generally chosenas examples in textbooks to explain the creation of loans <strong>and</strong>the volume of deposits generated by the banking system.

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