试题与答案

已知函数y=f(x)对一切x满足方程xf’’(x)+3x[f’(x)]2=1-e-x

题型:单项选择题

题目:

已知函数y=f(x)对一切x满足方程xf’’(x)+3x[f’(x)]2=1-e-x,若f’(x0)=0(x0≠0),则()。

A.x=x0是f(x)的极小值点

B.x=x0是f(x)的极大值点

C.(X0,f(x0))是曲线y=f(x)的拐点

D.x=x0不是f(x)的极值点,(x0,f(x0))也不是曲线y=f(x)的拐点

答案:

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