Cho tam giac ABC.Tu trung diem D cua canh BC,Ke duong vuong goc voi phan giac cua goc A cat AB tai M,AC tai N
a)Chung minh :BM=CN
b)Biet AB=C,AC=B .TINH AM,BM(gia su B>C) theo a va b
CAC BAN VE HINH HO MINH LUON NHA
Cho tam giac ABC.Tu trung diem D cua canh BC .Ke duong vuong goc voi phan giac cua goc A tai M,AC tai N
a) Chung minh :BM=CN
b) Biet AB=C,AC=B.Tinh AM,BM(gia su B>C) theo a va b
CAC BAN VE HINH LUON NHA BAN NAO LAM DUNG MINH LIKE
Cho tam giac ABC.Tu trung diem D cua canh BC.Ke duong vuong oc voi phan giac cua goc A cat AB tai M,AC tai N
a) Chung minh;BM=CN
b) Biet AB=C,AC=BTinh AM,BM(gia su B>C) theo a va b
CAC BAN GIUP MINH NHA MAI MINH PHAI NOP ROI AI LAM GIUP MINH THI MIH LIKE CHO
cho tam giac ABC vuong tai Aco(AB<AC).Phan giac cua goc BAC cat duong trung truc cua canh BC tai D. ke DC vuong goc voi AB va DK vuong goc voi AC.
a, tu giac AHDK la hinh gi?chung inh
b, chung minh BH=CK
c, gia su AC=8cmva BC=10cm.goi M la trung diem BC.tinh dien tich cua tu giac BHDM
Cho tam giac ABC .Tu trung diem D cua canh BC.Ke duong vuong goc voi phan giaccua goc A cat AB tai M,ACtai N
a) Chung minh :BM=CN
b)Biet AB=C,AC=B.Tinh AM.BM (gia su B>C) theo a va b
cho tam giac ABC .tu trung diem D cua canh BC.ke duong vuong goc voi phan giac cua goc A cat AB tai M cat AC tai N
a)chung minh :BM=CN
b)biết AB=c ;AC=b . tỉnh AM ;BM (giả sư B>C) theo a và b
1. Cho hinh thang ABCD , phan giac cua goc A cat duong cheo BD tai E va phan giac goc B cat AC tai F . Chung minh EF //AB?
2.Cho tam giac ABC , cac tia phan giac cua goc B va goc C cat nhau tai O . Tu A ve duong thang vuong goc voi OA cat BO , CO lan luot tai M va N . Chung minh BM vuong goc voi BN , CM vuong goc voi CN?
3.Cho goc vuong xOy ,vaf tam giac ABC vuong tai A (B thuoc Ox ,AC thuoc Oy,A va O nam tren hai nua mat phang doi nhau co bo la BC ).chung minh OA la tia phan gic cua xOy ?
cac ban giup mik nha
Cho tam giac ABC can tai A co AD la duong trung tuyen
a)Chung minh tam giac ABD= tam gaic ACD va AD vuong goc voi BC
b)Cho AB=10cm,BC=16cm. Tinh do dai AD va so sanh cac goc cua tam giac ABC.
c) Ve duong trung tuyen CF cua tam giac ABC cat AD tai M. Tinh do dai AM.
d) Ve DH vuong goc AC tai H, tren canh AC va canh DC lan luot lay hai diem E,K sao cho AE=AD va DK=DH. Chung minh: EK vuong goc voi BC
A,
xét \(\Delta ABD\)và \(\Delta ACD\)
CÓ \(\hept{\begin{cases}AB=AC\\chungAD\\BD=DC\end{cases}}\)
SUY RA \(\Delta ABD\)=\(\Delta ACD\) (C.C.C) (1)
=> \(\widehat{BDA}\)=\(\widehat{CDA}\)
MÀ \(\widehat{BDA}\)+\(\widehat{CDA}\)=180
=> \(\widehat{BDA}\)=\(\widehat{CDA}\)=90
B, (1) => BC=DC=1/2 BC=8
ÁP DỤNG ĐỊNH LÍ PITAGO TA CÓ
\(AB^2=AD^2+BD^2\)
=> AD^2=36
=>AD=6
cho tam giac abc can tai a(goc a nhon, ab>bc). goi h la trung diem bc
A)chung minh tam giac ahb=tam giac ahc va ah vuong goc voi bc tai h
B)goi m la trung diem cua AB. Qua A ke duong thang song song voi BC, cat tia HM tai D. Gia su AB=20cm,AD=12cm. Chung minh AD=BH. tinh do dai doan AH.
C)tia phan giac cua goc BAD cat tia CB tai N. Ke NK vuong goc voi AD tai K, NQ vuong goc voi AB tai Q. Chung minh AQ=AK va goc ANQ=45do + 1/4gocBAC
D)CD cat AB tai S. Chung minh BC < 3.AS
cho tam giac abc vuong tai BC.tren canh AB lay diem D sao cho AD=AC ke qua D duong thang vuong goc voi Ab cat bc tai E .AE cat CD tai I
a)CM AE la phan giac goc CAB
b)CM AE la trung truc cua CD
c) so sanh CD va BC
d) M la trung diem cua BC,BM cat BI tai G,CG cat DB tai k.CM K la trung diem cua DB