欧拉计划 发表于 2017-1-6 01:50:42

题目235:一种算术几何序列

An Arithmetic Geometric sequence

Given is the arithmetic-geometric sequence u(k) = (900-3k)rk-1.
Let s(n) = Σk=1...nu(k).

Find the value of r for which s(5000) = -600,000,000,000.

Give your answer rounded to 12 places behind the decimal point.

题目:

假设算术几何序列 u(k) = (900-3k)rk-1。

设 s(n) = Σk=1...nu(k).

求 r 的值,使得 s(5000) = -600,000,000,000。

给出你的答案并精确到第 12 位小数。


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