What Is Data Currency Data As Currency?

Deflation was the more typical situation for over a century when gold and paper money backed by gold were used as money in the 18th and 19th centuries. Money's a matter of functions four,A Medium, a Measure, a Standard, a Store.This couplet would later become widely popular in macroeconomics textbooks. Most modern textbooks now list only three functions, that of medium of exchange, unit of account, and store of value, not considering a standard of deferred payment as a distinguished function, but rather subsuming it in the others. Another way for the central bank to increase the money supply is to https://wallstreethack.com buy government fixed-income securities in the market.

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"