f(x)一阶导数在x趋向于无穷时极限为2,那x趋向于无穷时f(x+k)-f(x)等于

来源:学生作业帮助网 编辑:作业帮 时间:2024/11/15 11:42:03
f(x)一阶导数在x趋向于无穷时极限为2,那x趋向于无穷时f(x+k)-f(x)等于
x)KӨ|mOy6u9+*^l~:a]}Ϧ/xr۞k|9s“t^6-Ƣ {:uL N "}[_`gC'e=ٱiÞf=~,,m5*5m @K

f(x)一阶导数在x趋向于无穷时极限为2,那x趋向于无穷时f(x+k)-f(x)等于
f(x)一阶导数在x趋向于无穷时极限为2,那x趋向于无穷时f(x+k)-f(x)等于

f(x)一阶导数在x趋向于无穷时极限为2,那x趋向于无穷时f(x+k)-f(x)等于
2k.中值定理:f(x+k)-f(x)=f'(x+ak) * k