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[...]... AM=MB có O là trung điểm AB OMAB hay gócBOM=BKM=1v BOMK nội tiếp 2/C/m CHMK là hình vuông: Do vuông HCM có 1 góc bằng 45o nên CHM vuông cân ở H HC=HM, tương tự CK=MK Do C=H=K=1v CHMK là hình chữ nhật có hai cạnh kề bằng nhau CHMK là hình vuông 3/C/m H,O,K thẳng hàng: Gọi I là giao điểm HK và MC;do MHCK là hình vuôngHKMC tại trung điểm I của MC.Do I là trung điểm MCOIMC(đường kính đi qua... I:Từ O dựng đường vuông góc với CD.Từ trung điểm H của MN dựng đường vuông góc với MN.Hai đường này cách nhau ở I Do H là trung điểm MNAhlà trung tuyến của vuông AMNANM=NAH.Mà ANM=BAM=ACD(cmt) DAH=ACD Gọi K là giao điểm AH và DO do ADC+ACD=1v DAK+ADK=1v hay AKD vuông ở K AHCD mà OICD OI//AH vậy AHIO là hình bình hành 4/Quỹ tích điểm I: Do AOIH là hình bình hành IH=AO=R không đổi CD quay xung... tai M.Gọi H;K là hình chiếu của M lên AC và AB 1 C/m:MOBK nội tiếp 2 Tứ giác CKMH là hình vuông 3 C/m H;O;K thẳng hàng 4 Gọi giao điểm HKvà CM là I.Khi C di động trên nửa đường tròn thì I chạy trên đường nào? Page 15 C H A O B I Q P K M Hình 17 1/C/m:BOMK nội tiếp: Ta có BCA=1v(góc nội tiếp chắn nửa đường tròn) CM là tia phân giác của góc BCAACM=MCB=45o cungAM=MB=90o dây AM=MB có O là trung điểm... AOHC nội tiếp: D (học sinh tự chứng M minh) I 2/C/mCHM vuông H cân: Do OCAB trại trung B O A điểm OCung AC=CB=90o Page 17 Ta lại có: Hình 19 1 2 Sđ CMA= sđcung AC=45o.CHM vuông cân ở M C/m OH là phân giác của góc COM:Do CHM vuông cân ở HCH=HM; CO=OB(bán kính);OH chungCHO=HOMCOH=HOMđpcm 3/C/m:CDBM là thang cân: Do OCM cân ở O có OH là phân giácOH là đường trung trực của CM mà IOHICM... =BO2+2.OB.OD+OD2+CD2.(1) Mà OB=R.AOC cân ở O có OAC=30o Page 18 AOC=120oAOE=60o AOE là tam giác đều có ADOEOD=ED= R 2 p dụng Pitago ta có: OD2=OC2-CD2=R2-CD2.(2) R Từ (1)và (2)BC2=R2+2.R +CD2-CD2=3R2 2 4/Gọi K là giao điểm của BI với AJ Ta có BCE=1v(góc nội tiếp chắn nửa đường tròn )có B=60 oBFC=30o 1 BC= BF mà AB=BC=AB=AF.Do AOAI(t/c tt) và AJBCAI//BC có A là trung 2 điểm BFI là trung điểm CF... AMC đồng dạng: Do OH là đường trung trực của CM và NOH CN=NM Do AMB=1vHMB=1v hay NMAM mà CHAMCH//NM ,có góc CMH=45oNHM=45oMNH vuông cân ở M vậy CHMN là hình vuông INB=CMA=45o Do CMBD là thang cânCD=BM cungCD=BM mà cung AC=CBcungAD=CM… và CAM=CBM(cùng chắn cung CM) INB=CMA đpcm Bài 20: Cho đều ABC nội tiếp trong (O;R).Trên cnạh AB và AC lấy hai điểm M;N sao cho BM=AN 1 Chứng tỏ OMN... thẳng Sim sơn) Page 13 A H Q P O G B F E M D Hình 15 C 1/C/m AHED nội tiếp(Sử dụng hai điểm H;E cùng làm hành với hai đầu đoạn thẳng AD…) 2/C/m HA.DP=PA.DE Xét hai tam giác vuông đồng dạng: HAP và EPD (Có HPA=EPD đđ) 3/C/m QM=AB: Do HPA∽EDPHAB=HDM 1 2 Mà sđHAB= sđ cung AB; 1 2 SđHDM= sđ cung QM cung AM=QMAB=QM 4/C/m: DE.DG=DF.DH Xét hai tam giác DEH và DFG có: Do EHAD nội tiếp HAE=HDE(cùng chắn cung... hạn:Khi CB thì IQ;Khi CA thì IP.Vậy khi C di động trên nửa đường tròn (O) thì I chạy trên cung tròn PHQ của đường tròn đường kính OM Bài 18: Cho hình chữ nhật ABCD có chiều dài AB=2a,chiều rộng BC=a.Kẻ tia phân giác của góc ACD,từ A hạ AH vuông góc với đường phân giác nó i trên 1/Chứng minhAHDC nt trong đường tròn tâm O mà ta phải đònh rõ tâm và bán kính theo a 2/HB cắt AD tại I và cắt... tiếp Bài 19: Cho nửa đường tròn (O) đường kính AB,bán kính OCAB.Gọi M là 1 điểm trên cung BC.Kẻ đường cao CH của tam giác ACM 1 Chứng minh AOHC nội tiếp 2 Chứng tỏ CHM vuông cân và OH là phân giác của góc COM 3 Gọi giao điểm của OH với BC là I.MI cắt (O) tại D.Cmr:CDBM là hình thang cân 4 BM cắt OH tại N.Chứng minh BNI và AMC đồng dạng,từ đó suy ra: BN.MC=IN.MA C N 1/C/m AOHC nội tiếp: D (học sinh... tứ giác MCDN và H là trung điểm MN.Cmr:AOIH là hình bình hành 4 Khi đường kính CD quay xung quanh điểm O thì I di động trên đường nào? Page 12 M C A O B K D H N Hình 14 I 1/ C/m MCDN nội tiếp: AOC cân ở OOCA=CAO; góc CAO=ANB(cùng phụ với góc AMB)góc ACD=ANM Mà góc ACD+DCM=2v DCM+DNM=2v DCMB nội tiếp 2/C/m: AC.AM=AD.AN Hãy c/m ACD∽ANM 3/C/m AOIH là hình bình hành Xác đònh I:I là tâm đường tròn . 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