Cho $0< a \leq b \leq  2$. và $2ab \leq 2b+ a$ 
 CMR:  $a^{2} + b^{2} \leq 5$
ta có :$2ab\leq 2b \rightarrow  a \leq1 \rightarrow a^{2} \leq1 (vì 0 \leq1)$
$b \leq2 \rightarrow b^{2}\leq 4 ( vì 0\leq b)$
$\rightarrow a^{2}+b^{2} \leq 5$
dấu = xảy ra $\Leftrightarrow $ a=1 ;b=2
lời giaie bs đạo nhưng sai :D –  Nguyễn Thành Long 03-08-17 09:49 AM
à đọc sai đề –  ▓▓ Nản ▓▓ 14-07-17 06:09 AM
sai chỗ nào thì đúng là z mà ???? –  ▓▓ Nản ▓▓ 14-07-17 06:08 AM
2ab<= 2b a cơ mà,sai rồi –  TQT 14-07-17 01:14 AM

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