nếu mình đưa bạn 5 sị bạn có lấy không ?
nếu có thì nổ nhẹ cái địa chỉ :))
nếu không thì thôi =//
bạn chọn cái nào ;)?
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Tại sao không giải ra $\sqrt{P}$ và $\sqrt{P}$?
Em đã có $P$ rồi, nhưng với $\sqrt{P}$, em làm sao rút gọn được khi mà $P$ đã khá gọn rồi. Cũng chẳng có giá trị nào của $x$ để tính cụ thể $P, \sqrt{P}$ rồi đi so sánh. Vì vậy cách này không khả thi.
Vậy thì phải tìm hướng khác. Muốn so sánh 2 số, ta xét hiệu hai số đó.
$P-\sqrt{P}=\sqrt{P}(\sqrt{P}-1)$
Rõ ràng $\sqrt{P}$ đã dương rồi, giờ ta phải xem xét xem $\sqrt{P}-1$ âm hay dương, hay $P$ có lớn hơn 1 không
Đó là lý do vì sao bài giải như trên.
Còn câu hỏi khi nào giải ra từng cái $P$ và $\sqrt{P}$, thì đó là khi đề cho $x=2$ chả hạn, so sánh $P$ và $\sqrt{P}$.
Nhưg hầu như sẽ chẳng có đề nào ra kiểu vậy, mà đa số lợi dụng tính chất của phân thức đó để so sánh (ví dụ như trong bài tính chất nổi bật là $P>1$) cho nhanh. Đó là cái hay của đề bài.
Nhóm của Nga có:
18 bạn, Vì:
18 : 5 = 3 (dư 3)
18 : 4 = 4 (dư 2)
Nếu bạn đưa thì mình sẽ không lấy,vì đấy không phải công sức,mồ hôi mình làm ra nên mình sẽ không nhận
kó😿
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)