goi x (cm) la canh huyen cua \(\Delta\)ĐK: x\(\in N^{\cdot}\)x>2
khi do: canh con lai cua \(\Delta\)la: x-2 (cm)
ap dung dinh ly Pytago vao \(\Delta\)nay ta duoc pt:
\(6^2+\left(x-2\right)^2=x^2\)
\(\Leftrightarrow x^2=36+x^2-4x+4\)
\(\Leftrightarrow4x=40\)
\(\Leftrightarrow x=10\left(TMĐK\right)\)
VAY canh huyen dai : 10 cm
mot tam giac vuong co chu vi la 24m canh huyen lon hon canh goc vuong thu nhat la 4m tinh do dai mot canh cua tam giac vuong
Cho tam giac vuong canh huyen la 20cm va do dai mot canh goc vuong la 12cm. Hoi do dai hinh chieu canh goc vuong con lai la bao nhieu?
mot tam giac vuong co canh goc vuong nho be hon cach goc vuong lon la 2cm cach huyen la 10cm tinh chu vi tam giac do
cho tam giac can co duong cao ung voi canh day bang 15 cm , duong cao ung voi canh ben bang 20 cm . Tinh do dai cac canh cua tam giac can nay ( ve hinh va giai chi tiet ho to nha)
Cho tam giac vuong co dien tich bang 96 m2, chu vi bang 48 m. Tinh do dai cac canh cua tam giac do.
1 hinh chu nhat va 1 hinh vuong co cung dien tich , canh hinh vuong lon hon chieu rong cua hinh chu nhat 2 m va be hon chieu dai chua hinh chu nhat 3 m . Tim kich thuoc cua moi hinh
cho tam giac abc vuong tai a co so do do dai canh huyen bc la so huu ti .ve phia ngoai tam giac dung hinh chu nhat bcde sao cho cd = bc/\(\sqrt{2}\) . goi m va n theo thu tu la giao diem cua ad , ae voi bc . chung minh \(\sqrt{bm^2+cn^2}\) la so huu ti
cho tam giac abc vuong tai a,co ab=9,bc=15
a) tinh do dai canh ac va so ssanh cac goc cua tam giac abc
b) tren tia doi cua tia ab lay diem d sao cho a la trung diem cua doan thang bd.chung minh tam giac bcd can
c) goi k la trung diem cua canh bc. duong thang dk cat canh ac tai m.tinh do dai doan thang mc
d) duong trung truc cua canh ac cat duong thang dc tai q.chung minh ba diemb,m.q thẳng hàng
Trong 1 tam giac ,chung minh 3 khang dinh sau
a) Goc doi dien voi canh lon hon la goc lon hon
b) Canh doi dien voi goc lon hon la canh lon hon
c) Neu 1 duong thang di qua trung diem cua 1 canh ,song song voi canh thu 2 thi di qua trung diem cua canh con lai
GIUP MINH NHA CAC BAN OI
