cho tu giac abcd goi E,F,I lan luot la trung diem cua D,BC,AC CM
a)EI//CD IF//AB
b)2EF< hoac =AB+CD
1Cho tu giac loi abcd co ad=bc. Duong thang qua trung diem cua hai canh ab va cd cat ad va bc lan luot tai e va f. cmr <aem = <mfb
2Cho tu giac loi abcd co ab va cd ko song song voi nhau goi m, n lan luot la trung diem cua cac canh bc va ad. cmr mn< ab+cd/2
bai 1 cho hinh thang can abcd va ab<cd ke ac duong cao ah va bk ua hinh thang goi m la trung diem ad va n la trung diem bc m va n lan luot cat bd tai e va ac tai d biet ab =4cm cd = 10 cm tinh ef
bai2 cho tam giac abc can tai a co ab>bc 2 dg trung tuyen ad va be duong thang qua e // bc cat ab tai f goi i va k lan luot la trung diem bf va ce biey ik = 7,5 ad= 12 tinh bcc va tinh chi vi hinh thang
bai 3cho tu giac abcd co goc a = goc d , goc b + goc c = 180 goi m , n theo thu tu la trung diem bc va ad a) cm abd la hinh vuong b) cm am = dm c) cho ab = 3cm ad= 4m bc= 5cm tinh mn
GIUP MINK VS
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tu giac abcd co ab vg cd goi e,f,g,h lan luot la trung diem bc, bd,ad,ac.cmr eg=fh
Cho hinh binh hanh ABCD. E,F lan luot la trung diem cua AB va CD.
a)Tu giac DEBF la hinh gi? Vi sao?
b) C/m 3 duong thang AC,BD,EF dong quy
c)Goi giao diem cua AC voi DE va BF theo thu tu la M va N. Chung minh tu giac EMFN la hinh binh hanh
Cho hinh thang vuong ABCD ( goc A bang goc D = 90 do) AB= 3cm, CD = 7cm,AD = 4cm
A) Tinh dien tich hinh thang ABCD
B) Goi M,N lan luot la trung diem cua AD,BC,H la hinh chieu cua N tren CD. Tinh dien tich tu giac MNHD
Cho tu giac abcd la hinh thang co day lon ab bang 9 cm day be cd= 3cm ad= 3cm va goc adc =120°. Goi m,n lan luot la trung diem cua ab va cd. Goi i la trung diem cua mn. Ci keo dai cat ab tai e. Chung minh tu giac amnd la hinh thang can.
Chung minh tu giac emcn la hinh chu nhat
cho 1 tu giac ABCD. Goi E va F lan luot la trung diem cua AD va BC. CMR EF\(\le\)\(\frac{AB+BC}{2}\)
dau = xay ra khi nao
giup vs
cho tu giac ABCD co AC=BD goi M,N,P,Q lan luot la trung diem cua AB,CD,AD a) CM khi tu giac abcd la hinh thoi thi tu giac MNPQ la hinh gi