设f(x)=(x-2^n+1)ln(x-2^n+1)-x(n属于n+),求证f(x)>=3sn+/6sn-2

来源:学生作业帮助网 编辑:作业帮 时间:2024/07/08 15:45:53
设f(x)=(x-2^n+1)ln(x-2^n+1)-x(n属于n+),求证f(x)>=3sn+/6sn-2
xjA_%,vYw?^9ʌ&̊'AЋлJ"y$'_٠ޗ$ԥMw5k<\j4հ<;]<5cafp,nNn ū7>ݬ>߉u~ryrP-aZmX.i:=šx^ՉYpRt~S.HJp6!.4IEd(X(lGtmbfb$u:iIsD2VzK^/>; !Mj%"N=3# 2 9)֪(p{)X R[I.dLN%˲g,{ޒ%fF !

设f(x)=(x-2^n+1)ln(x-2^n+1)-x(n属于n+),求证f(x)>=3sn+/6sn-2
设f(x)=(x-2^n+1)ln(x-2^n+1)-x(n属于n+),求证f(x)>=3sn+
/6sn-2

设f(x)=(x-2^n+1)ln(x-2^n+1)-x(n属于n+),求证f(x)>=3sn+/6sn-2
参考例题:

答案: