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TeachMeFinance.com - explain De Moivre's theorem De Moivre's theorem The term 'De Moivre's theorem' as it applies to the area of basic math can be defined as 'a method to find the exponential value of an imaginary number; given any nonzero complex number z and any integer n, the nth power of z, rCiS(?)=r(cos ?+isin ?) is ZM = (r(cos ? + isin ?))M = rM((cosn? + isinn?) = rM CiS(n?)'. Previous 5 Terms: DCP DCR DD DDS DDT Next 5 Terms: Dead capacity (dead storage) Dead Storage Deadweight tons Dealer tank wagon (DTW) sales Dealer trust About the author Mark McCracken Author: Mark McCracken is a corporate trainer and author living in Higashi Osaka, Japan. He is the author of thousands of online articles as well as the Business English textbook, "25 Business Skills in English". Copyright © 2005-2011 by Mark McCracken, All Rights Reserved. TeachMeFinance.com is an informational website, and should not be used as a substitute for professional medical, legal or financial advice. Information presented at TeachMeFinance.com is provided on an "AS-IS" basis. Please read the disclaimer for details.