| 单词 | Raabe's convergence test |
| 释义 | Raabe's convergence test [`räb·ǝz kǝn`vǝr·jǝns ´test] MATHEMATICS An infinite series with positive terms an where, for each n, an+1/an = 1/(1 + bn ) will converge if, after a certain term, nbn always exceeds a fixed number greater than 1 and will diverge if nbn always is less than a fixed number less than or equal to 1. |
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