the rate of change of f(x) is least at x=?
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the rate of change of f(x) is least at x=?
答案说f'(x) is least at the point of inflection point of the curve这个怎么理解?答案把rate of change默认为了instantaneous rate of change所以才直接说f'(x)?还有拐点不是和二阶导数有关吗?和一阶导数有什么关系?
答案说f'(x) is least at the point of inflection point of the curve这个怎么理解?答案把rate of change默认为了instantaneous rate of change所以才直接说f'(x)?还有拐点不是和二阶导数有关吗?和一阶导数有什么关系?
x点为导数值最低的点,f(x)的二阶导数在x点为0,如果x点存在二阶导数
再问: 二阶导数为零,意味着这个点是拐点对吗? 那拐点为什么能说明这个点的导数值最低?
再答: 导数值有极小值点只是f()为拐点的一种情况,充分非必要,不能反过来,你可以把所有的情形都画出来,这样就明了
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再答: f(x)=x^3
再问: 二阶导数为零,意味着这个点是拐点对吗? 那拐点为什么能说明这个点的导数值最低?
再答: 导数值有极小值点只是f()为拐点的一种情况,充分非必要,不能反过来,你可以把所有的情形都画出来,这样就明了
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再答: f(x)=x^3
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