Dung Trần Thùy
19/03/2017 at 22:06-
¤« 03/04/2018 at 13:33
(*) 1+N=.....=x2/(x-2)2+4
We have x2 ≥
0 , (x-2)2+4 ≥
4 > 0
So 1+N ≥
0 => N ≥
-1 ;equality : x=0
(*)1-N=....=(x-4)2/(x-2)2+4
....... -> N ≤
1 , equality : x=4
-
¤« 03/04/2018 at 13:32
There is something is wrong here
Change to :
We have a2+b2≥5
=> 9−(a2+b2)≤4
=> 2ab≤4
=> ab≤2
<=> a2b2≥4
=> 4a2b2≥16
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Phan Văn Hiếu 28/03/2017 at 21:30
trình bày = tiếng việt đc ko tiếng anh ngại viết lắm
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Phúc Hoàng 26/03/2017 at 16:08
(*) 1+N=.....=x2/(x-2)2+4
We have x2 \(\ge\) 0 , (x-2)2+4 \(\ge\) 4 > 0
So 1+N \(\ge\) 0 => N \(\ge\) -1 ;equality : x=0
(*)1-N=....=(x-4)2/(x-2)2+4
....... -> N \(\le\) 1 , equality : x=4