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設a、b、c、d為實數,且a+b+c+d=2,a2+b2+c2+d2=28,若a的最大值為M,最小值為m,則數對( M , m )=?
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(b^2+c^2+d^2)(1+1+1)>=(b+c+d)^2 (28-a^2)*3>=(a-2)^2 解上式得-4<=a<=5
答案:M=5;m= - 4
q^O^/ 恭喜您,答對囉,給您一個「讚」。
07:48 - 5月 4th, 2013
(b^2+c^2+d^2)(1+1+1)>=(b+c+d)^2
(28-a^2)*3>=(a-2)^2
解上式得-4<=a<=5
17:59 - 5月 8th, 2013
答案:M=5;m= - 4
q^O^/ 恭喜您,答對囉,給您一個「讚」。