cho tam giac ABC co AB be hon AC, AD laf tia phan giac cua goc BAC(D thuoc BC). Tren canh AC lay diem E sao cho AE=AB.C/m rang tam giac ABD=tam giac AED, CD lon hon DB
cho tam giac ABC co AB nho hon AC D la trung diem BC tren tia doi DA lay E sao cho DA=DE
chung minh rang
a) tam giac ABC= tam giac ECD
b)EC lon hon AC
c) goc DAB nho hon goc DAC
Cho tam giac ABC vuong tai A (AB lon hon AC) .Goi M la trung diem cua BC . Tren tia doi tia MA lay D sao cho MD=MA .
a, Cho AB = 8 cm ; BC = 10 cm . Tinh AC ?
b, C/m . tam giac AMB = tam giac DMC , tu do suy ra CD vuong goc voi AC
c, Ve AH vuong goc voi BC tai H , tren tia doi cua HA lay E sao cho HE=HA . C/M tam giac ACE can
d, c/m . BD=CE.
cho tam giac ABC co goc A lon hon 90 độ. Chứng minh AB2+AC2<BC2
Cho tam giac ABC co goc A lon hon 90 do. Ke DA vuong goc voi AB va DA=AB ( tia AD nam giua 2 tia AB,AC).Ke AE vuong goc voi AC va AE=AC ( tia AE nam giua 2 tia AB,AC). Ke AH vuong goc voi BC va keo dai cat De tai M. CM MD=ME
tam giac ABC tu tai A, AC lon hon AB. Dg phan giac BD, ke AH vuong goc BD, cat BC tai E , tu D ke dg vuong goc voi BD, cat BA tai M, cat BC tai N
a) CM : AM = EN
b) Tia ED cat BA tai F. CM : MF = NC
cho tam giac ABC co goc BAC lon hon hoac bang 60 do
C/m : AB+AC < 2BC
cho tam giac ABC, goc ABC lon hon 60 do. cmr AB+AC<=2BC
2 LIKE CHO ai giai dc dau tien
cho tam 2 ABC vuong can tai AC lon hon AB ve duong phan giac AB ke DK vuong goc AC tai K; a, chung minh tam giac ADK vuong can ,b chung minh AK <DC ,chung minh BD <AB ,d qua D ke duong thang vuong goc voi BD va cat canh AC o E tinh so do goc BCE
cho tam giac abc can tai a duong cao ah tren tia ac lay diem m sao cho ac bang cm.keo dai ah cat bm tai e
a, cmr hb bang hc
b,cmr tam giac ebc can
c,hai dg thang ab va ce cat nhau tai k.cmr.e la trong tam cua tam giac akm
d,cmr..am - ab lon hon em - eb