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[函数] 一道唬人的高一小题

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isee Post time 2015-11-15 14:38 |Read mode
本帖最后由 isee 于 2015-11-15 14:44 编辑 若实数$a$满足:$(a+5)^{2015}+a^{2015}+2a+5=0$,则$\sqrt[\leftroot{3}\uproot{9}2016]{\left(\frac {\pi}2+a\right)^{2016}}=$_______。(保留小数点后两位.其中$\pi\approx 3.1416$).


==
做出结果的,一定同意我的标题。

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kuing Post time 2015-11-15 14:57
要前面的吓就行了,后面那个2016次又开2016次太多余,画蛇添足,还麻烦了楼主输入\leftroot\uproot……

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 Author| isee Post time 2015-11-15 15:04
回复 2# kuing


    高一必修1里要学会偶次根式,基根还是要打的。。。。。

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kuing Post time 2015-11-15 15:13
回复 3# isee

但是我相信没被吓倒且能目测出 a 的学生绝不会连那丁点根基都没打好

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 Author| isee Post time 2015-11-15 15:17
回复 4# kuing


   

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caijinzhi Post time 2015-11-16 01:53
a=-5/2

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力工 Post time 2015-11-24 07:40
又见鸡呕性。

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其妙 Post time 2015-12-5 22:47
又见鸡呕性。
力工 发表于 2015-11-24 07:40

$f(a+5)+f(a)=0,a+5+a=0,a=-\dfrac52$
妙不可言,不明其妙,不着一字,各释其妙!

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abababa Post time 2015-12-5 23:05
$a=-\frac52$是一个根,用软件算是没有其它实根了,证明还没细想。

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kuing Post time 2015-12-5 23:26
回复 9# abababa

???显然是单调增函数啊

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abababa Post time 2015-12-5 23:35
回复 10# kuing

唉,确实,一时呆住了,哈哈

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