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由《数学分析》知道,自然对数之底e=2.71828……的精确值是由公式e=1/(0_!)+1/(1_!)+1/(2_!)+…1/(N_!)(当N趋于无穷大时)得出的。因为它的计算量非常大。既便是用APPLE-Ⅱ计算机列下列程序
From Mathematical Analysis, the precise value of the natural logarithm at the end of e=2.71828... is given by the formula e=1/(0_!)+1/(1_!)+1/(2_!)+...1/( N_!) (when N tends to infinity). Because it’s very computational. Even with the APPLE-II computer listed the following procedures