/x-2/+/x-4/+/x-6/+...+/x-2004/的最小值

来源:学生作业帮助网 编辑:作业帮 时间:2024/04/27 18:52:12
/x-2/+/x-4/+/x-6/+...+/x-2004/的最小值

/x-2/+/x-4/+/x-6/+...+/x-2004/的最小值
/x-2/+/x-4/+/x-6/+...+/x-2004/的最小值

/x-2/+/x-4/+/x-6/+...+/x-2004/的最小值
/x-2/+/x-4/+/x-6/+...+/x-2004/
≥I(x-2+4-x)+(x-6+8-x)+.+(x-2002+2004-x)I
=2*501
=1002
故最小值为1002

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