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![](https://rs.olm.vn/images/avt/0.png?1311)
a: Xét (O) có
ΔAHB nội tiếp
AB là đường kính
Do đó: ΔAHB vuông tại H
hay AH⊥BC
b: Sửa đề: M là trung điểm của AC
Ta có: ΔAHC vuông tại H
mà HM là đường trung tuyến
nên HM=AM=AC/2
Xét ΔMAO và ΔMHO có
MA=MH
MO chung
OA=OH
Do đó: ΔMAO=ΔMHO
Suy ra: \(\widehat{MAO}=\widehat{MHO}=90^0\)
hay HM là tiếp tuyến của (O)
![](https://rs.olm.vn/images/avt/0.png?1311)
a: BC=10cm
=>AH=6*8/10=4,8cm
b: ΔAHB vuông tại H
mà HM là trung tuyến
nên HM=AM
Xét ΔOAM và ΔOHM có
OA=OH
MA=MH
OM chung
Do đó: ΔOAM=ΔOHM
=>góc OHM=90 độ
=>MH là tiếp tuyến của (O)
![](https://rs.olm.vn/images/avt/0.png?1311)
a . Ta có : \(C\in\left(O\right),AB=2R\Rightarrow\widehat{ACB}=90^0\Rightarrow\Delta ABC\) vuông tại C
c . Vì \(OK\perp BC\Rightarrow B,C\) đối xứng qua OK
\(\Rightarrow\widehat{DCO}=\widehat{DBO}=90^0\Rightarrow DC\) là tiếp tuyến của (O)
d . Ta có \(AC=R\Rightarrow\Delta AOC\) đều
\(\Rightarrow\widehat{COM}=\widehat{MOB}=60^0\Rightarrow\Delta OCM,OMB\) đều
\(\Rightarrow OC=OM=OB=MB=MC\)=> ◊OBMC là hình thoi
e . Ta có :
\(\Delta ACO\) đều
\(\Rightarrow CH==\frac{R\sqrt{3}}{2}\Rightarrow CI=IH=\frac{R\sqrt{3}}{4}\)
\(\Rightarrow\frac{CI}{DB}=\frac{CI}{BC}=\frac{\frac{R\sqrt{3}}{4}}{R\sqrt{3}}=\frac{1}{4}=\frac{AH}{AB}=\frac{EI}{EB}\)
\(\Rightarrow\Delta ECI~\Delta EDB\left(c.g.c\right)\Rightarrow\widehat{CEI}=\widehat{DEB}\Rightarrow E,C,D\) thẳng hàng
Lời giải:
a. Ta thấy $\widehat{AHC}=90^0$ (góc nt chắn nửa đường tròn $(O)$ - chắn đường kính AC)
$\Rightarrow AH\perp HC$ hay $AH\perp BC$ (đpcm)
b. Do tam giác $BHA$ vuông tại $H$ nên đường trung tuyến $HM$ bằng nửa cạnh huyền $BA$
$\Rightarrow HM=MA$
$\Rightarrow \widehat{MHA}=\widehat{MAH}=\widehat{BAH}=90^0-\widehat{HAC}=\widehat{HCA}$
$\Rightarrow HM$ là tiếp tuyến $(O)$.
c.
Dễ thấy $\widehat{ADC}=90^0$ (góc nt chắn nửa đường tròn)
$\Rightarrow DA\perp DC$
$\Rightarrow \frac{DA}{DC}=\cot \widehat{DAC}=\cot A_1(*)$
$\frac{DC}{DE}=\cot \widehat{DCE}=\cot C_1$
Mà $\widehat{C_1}=90^0-\widehat{E_1}=90^0-\widehat{E_2}=\widehat{A_2}=\widehat{A_1}$
$\Rightarrow \frac{DC}{DE}=\cot C_1=\cot A_1(**)$
Từ $(*); (**)\Rightarrow \frac{DA}{DC}=\frac{DC}{DE}\Rightarrow DA.DE=DC^2$
Hình vẽ:
![](data:image/png;base64,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)