单词 | d'Alembert's test for convergence |
释义 | d'Alembert's test for convergence [¦dal·ǝm¦bǝrz ´test fǝr kǝn`vǝr·jǝns] MATHEMATICS A series Σan converges if there is an N such that the absolute value of the ratio an/an-1 is always less than some fixed number smaller than 1, provided n is at least N, and diverges if the ratio is always greater than 1. |
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