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3 giờ đầu ô tô đó đi đc : 46,5 x 3 = 139.5 ( km )
3 giờ sau ô tô đó đi đc : 51,2 x 3 = 153.6 ( km )
ô tô đi đc là : 139.5 + 153.6 = 293.1 ( km )
ps: nhớ k cho mình nha
bây giờ bạn tìm ba giờ đầu đi dc bao nhiu km ,ba giờ sau đi dc bao nhiu km ,rồi tính tổng của ba h đầu với ba giờ sau là dc kết quẻ
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\(1,x=16\Rightarrow A=\dfrac{16-1}{\sqrt{16}}=\dfrac{15}{4}\)
\(2,B=\dfrac{\sqrt{x}+1}{\sqrt{x}-1}-\dfrac{\sqrt{x}-1}{\sqrt{x}+1}+4\sqrt{x}\left(dl:x>0,x\ne1\right)\)
\(=\dfrac{\left(\sqrt{x}+1\right)^2-\left(\sqrt{x}-1\right)^2+4\sqrt{x}\left(x-1\right)}{x-1}\\ =\dfrac{x+2\sqrt{x}+1-x+2\sqrt{x}-1+4x\sqrt{x}-4\sqrt{x}}{x-1}\\ =\dfrac{4x\sqrt{x}}{x-1}\)
\(3,P=A.B=\dfrac{x-1}{\sqrt{x}}.\dfrac{4x\sqrt{x}}{x-1}=4x\)
\(\sqrt{P}>P\Leftrightarrow\sqrt{4x}>4x\Leftrightarrow\left(\sqrt{4x}\right)^2>\left(4x\right)^2\Leftrightarrow4x>16x^2\Leftrightarrow4x-16x^2>0\Leftrightarrow4x\left(1-4x\right)>0\)
\(\Leftrightarrow\left[{}\begin{matrix}4x>0\\1-4x>0\end{matrix}\right.\)
\(\Leftrightarrow\left[{}\begin{matrix}x>0\\x< \dfrac{1}{4}\end{matrix}\right.\)
Vậy \(S=\left\{x|0< x< \dfrac{1}{4}\right\}\) thì \(\sqrt{P}>P\)
\(4,\left|P\right|>P\Leftrightarrow\left|4x\right|>4x\)
\(TH_1:x\ge0\\4x>4x\Leftrightarrow4x-4x>0\Leftrightarrow0>0\left(VL\right) \)
\(TH_2:x< 0\\ -4x>4x\Leftrightarrow-4x-4x>0\Leftrightarrow-8x>0\Leftrightarrow x< 0\)
Vậy \(x< 0\) thì \(\left|P\right|>P\)
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a: Xét ΔOAI và ΔOBI có
OA=OB
AI=BI
OI chung
Do đó: ΔOAI=ΔOBI
b: Xét ΔOKI và ΔOHI có
OK=OH
\(\widehat{KOI}=\widehat{HOI}\)
OI chung
Do đó: ΔOKI=ΔOHI
Suy ra: KI=HI
![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Tháng 8-1942, Hồ Chí Minh từ Pác Bó (Cao Bằng) bí mật lên đường sang Trung Quốc để tranh thủ sự viện trợ quốc tế cho cách mạng Việt Nam, nhưng khi đến gần thị trấn Túc Vinh thì Người bị chính quyền địa phương ở đây bắt giữ, giải đi khắp gần 30 nhà giam của 13 huyện thuộc tỉnh Quảng Tây, bị đày đoạ hơn một năm trời. Thời gian này, Người đã viết Nhật kí trong tù bằng thơ chữ Hán, gồm 133 bài, phần lớn là thơ tứ tuyệt. Tập thơ thể hiện một tâm hồn cao đẹp, ý chí cách mạng kiên cường và nghệ thuật thi ca đặc sắc. Bài thơ Ngắm trăng được trích trong tập Nhật kí trong tù của Hồ Chí Minh.
“Ngục trung vô tửu diệc vô hoa
Đối thử lương tiêu nại nhược hà?
Nhân hướng song tiền khán minh nguyệt
Nguyệt tòng song khích khán thi gia”
Bài thơ được dịch là “Ngắm trăng”:
“Trong tù không rượu cũng không hoa
Cảnh đẹp đêm nay khó hững hờ
Người ngắm trăng soi ngoài cửa sổ
Trăng nhòm khe cửa ngắm nhà thơ”
Trong các các câu thơ dịch, câu thứ hai trong nguyên tác có nghĩa là “Trước cảnh đẹp đêm nay biết làm thế nào?”. Câu thơ dịch dịch thành: Cảnh đẹp đêm nay, khó hững hờ đã làm mất đi cái xốn xang, bối rối của nhân vật trữ tình (cũng là mất đi sự lãng mạn và nhạy cảm trước thiên nhiên trong tàm hồn của Bác). Hai cầu thơ cuối (bản dịch) cũng kém phần đăng đối hơn so với phiên âm. Hơn nữa từ nhòm và ngắm trong câu cuối là hai từ đồng nghĩa, khiến cho lời dịch không bảo đảm được sự cô đúc của ý tứ và thể thơ.
Thường người ta ngắm trăng vào những lúc thảnh thơi, thư thái. Thế nhưng ở đây, Hồ Chí Minh lại ngắm trăng trong một hoàn cảnh rất đặc biệt: ở trong tù. Khi Bác nói “Trong tù không rượu cũng không hoa” thì không có nghĩa là Bác đang than thở cũng không phải đó là một lời phê phán. Chỉ có thể nghĩ rằng, trước đêm trăng tuyệt đẹp ấy, Bác mong được thưởng trăng một cách trọn vẹn (và đúng là thật tiếc nếu không có rượu, có hoa). Chính việc nhớ đến rượu và hoa trong cảnh ngục tù này đã cho thấy, người tù không hề vướng bận gì về vật chất và những gian nan mà mình đang phải chịu. Người tù vẫn ung dung tự tại, vẫn thả hồn mình cùng với thiên nhiên.
Tk cho tớ đấy! (^O^)
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số hạng là:
(21,25-3,25):1,50+1=13(số hạng)
tổng là:
(3,25+21,25).13:2=159,25
![](https://rs.olm.vn/images/avt/0.png?1311)
Có : x^3-x^2+2x-8
= (x^3-2x^2)+(x^2-2x)+(4x-8)
= (x-2).(x^2+x+4)
Tk mk nha
Đề là gì bn nhỉ
ủa bạn không thấy hình hả 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)