Giúp em giải bài tập này với ạ. Em cảm ơn.
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TN
1
13 tháng 6 2023
a: góc AED+góc AFD=180 độ
=>AEDF nội tiếp
=>góc AEF=góc ADF=góc C
=>góc FEB+góc FCB=180 độ
=>FEBC nội tiếp
b: Xét ΔGBE và ΔGFC có
góc GBE=góc GFC
góc G chung
=>ΔGBE đồng dạng với ΔGFC
=>GB/GF=GE/GC
=>GB*GC=GF*GE
TT
2
TT
2
DT
Đỗ Thanh Hải
CTVVIP
24 tháng 5 2021
1 The meeting was canceled 3 days ago
2 She told me she was watching a film with her sister then
3 I admire the guitarist who is perfroming on the stage
4 Had it not been for Pauline's interest, the project would have been abandoned
KY
3 tháng 8 2021
He asked me to know what the time was.
She asked me when we would meet again.
She asked him If he was crazy.
He asked me to know when they had lived.
He asked her If she would be at the party.
She asked me If I could meet her at the station.
The teacher asked me to know who knew the answer
She asked him to know why he didn't help her.
He asked me If I had seen that car.
The mother asked the twins If they had tidied up their room.
Tom asked how much that computer was
LT
3 tháng 8 2021
11. what the time was.
12. when they would meet again.
13. if he was crazy.
14. where they had lived.
15. if she would be at the party.
16. if I could meet her at the station.
17. who knew the answer.
18. why I didn't help her.
19. if I had seen that car.
20. if they had tidied up their room.
Bài 3:
asked how much that computer was.
19 tháng 9 2021
Ta có: \(\left\{{}\begin{matrix}p+e+n=52\\p=e\\n-p=1\end{matrix}\right.\Leftrightarrow\left\{{}\begin{matrix}p=e=17\\n=18\end{matrix}\right.\)
KN
1
a) \(\widehat{AED}=\widehat{AFD}=90^o\) nên \(E,F\) cùng nhìn \(AD\) dưới góc vuông suy ra \(AEDF\) nội tiếp.
suy ra \(\widehat{AEF}=\widehat{ADF}\).
mà \(\widehat{ADF}=\widehat{ACD}\) (vì cùng phụ với góc \(\widehat{DAC}\))
suy ra \(\widehat{AEF}=\widehat{ACD}\Rightarrow\widehat{BEF}+\widehat{FCB}=180^o\) suy ra \(BEFC\) nội tiếp.
b) \(\Delta GBE\sim\Delta GFC\left(g.g\right)\)
suy ra \(GB.GC=GE.GF\).
\(\Delta GDE\sim\Delta GFD\left(g.g\right)\)
suy ra \(GD^2=GE.GF\).
\(ACBH\) nội tiếp suy ra \(GB.GC=GH.GA\)
suy ra \(GD^2=GH.GA\)
\(\Rightarrow\Delta GHD\sim\Delta GDA\left(c.g.c\right)\)
\(\Rightarrow\widehat{GHD}=\widehat{GDA}=90^o\)
suy ra \(DH\) vuông góc với \(AG\).