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[函数] 一个函数最大的最小问题

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力工 posted 2020-1-18 21:32 |Read mode
Last edited by 力工 2020-1-20 22:57函数$f(x)=(1-x^2)(x^2+bx+c),-1\leqslant x\leqslant 1$,若$|f(x)|$的最大值为$M$,当$b,c$变化时,求$M$最小值。
(2013年全国卷是问题$f(x)的图象关于$x=2$对称,巴拉巴拉的最大值
出处确实 是大神说的

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kuing posted 2020-1-18 22:28
原题是2013,不是2014,看这里 forum.php?mod=viewthread&tid=20

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original poster 力工 posted 2020-1-20 22:57
求出的是3/28,有问题,错得离了谱。

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