德国纳粹女兵割奶:∫x^n dx=(x^(n+1))/(n+1)+C or ∫x^n dx=(x^(n+1))/n which is true?why?

来源:百度文库 编辑:查人人中国名人网 时间:2024/05/05 04:05:06
4楼那位
我好像没有语法错误吧

有语法错误的应该是2楼吧
,(when n isn's equal to -1).

我用中文来回答吧,这是一个不定积分,原函数不止一个,且它们之间差一个常数,所以一定要有'C',n不等于-1时,对x^(n+1))/(n+1)求导,恰为x^n,所以∫x^n dx=(x^(n+1))/(n+1)+C,又n=-1时,对ln(x)求导,为1/x,所以∫(1/x) dx=ln(x)+C 。

the first one
just because dC/dt=0 so that we can't be sure whether there is any C ^_^

∫x^n dx=(x^(n+1))/(n+1)+C
this one is partially true,(when n isn's equal to -1).When n=-1,the right solution is "ln(x)+c".

∫x^n dx=(x^(n+1))/n
this equation is totally wrong. Not only because the lack of 'C',but also it's not right in any times.(it should be '/(n+1)' instead of '/n')

你个垃圾语法错误了,TRUE是表示真假,对错因该是RIGHT OR WRONG!!!!!!!!!!

怎么都是乱码看不懂

好搞笑啊