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【简答题】
已知函数f(x)= 1 2 x 2 -2x,g(x)=lo g a x(a>0,且a≠1),其中a为常数,如果h(x)=f(x)+g(x)在其定义域上是增函数,且h'(x)存在零点(h'(x)为h(x)的导函数). (I)求a的值; (Ⅱ)设A(m,g(m)),B(n,g(n))(m<n)是函数y=g(x)的图象上两点,g'(x 0 )= g(n)-g(m) n-m (g'(x)为g(x)的导函数),证明:m<x 0 <n.
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清洁工
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男服务生
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A.
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none
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motioned
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