Ve hinh theo cach dien dat sau: Tren duong thang a lay hai diem B va N. Ve ba diem A,M,C khong thang hang
Ve hinh theo cach dien dat sau:
a, diem M nam giua hai diem A va B: diem N khong nam giua hai diem A va B (ba diem N,A,B thang hang)
b, Diem B nam giua hai diem A va N; diem M nam giua hai diem A va B
vẽ hinh theo cach dien dat sau
cho 3 diem ABC khong thang hang ve duong thang a khong di qua hai diem ABC sao cho duong thang a cat nhau tai doan thang AB tai M BC tai n
Ve tren cung mot hinh theo cach dien dat sau :
a)Ve 4 diem A ,B ,C D sao cho C nam giua A, B va 3 diem A, B D ko thang hang . Hay ve va ke ten duong thang (phan biet) di qua tung cap diem .
b) Ve diem E sao cho E va D nam khac phia doi voi A . Ve diem F sao cho C,E,F thang hang va F thuoc duong thang DB
ve hinh theo cach dien dat sau:
-cho 3 diem A,B,C khong thang hang
-ve hai tia ab,ac
-ve ay la tia doi cua tia ac
-lay i la trung diem cua doan thang bc
ve hinh theo cach dien dat sau
a, diem C nam tren duong thang a
b, diem B nam ngoai duong thang b
lay ba diem khong thang hang a,b,c .ve hai tia ab,ac.ve hai tia ab , ac
a, ve tia ay cat duong thang bc tai diem m nam giua b va c
b,ve tia ay cat duong thang bc tai diem n khong nam giua b va c
ve hinh theo cach dien dat sau
ve tia Ox va Oy doi nhau
lay A nam ngoai duong thang xy, v doan thang AO
lay diem B thuoc tia Ox ( B khac O ) ve tia AB
ve K la trung diem cua doan thang OA
a] ve hinh theo dien dat sau:ve hai duong thang a,b cat nhau tai O.tren a lay cac diem A,A,C theo thu tu tren .tren b lay m,N,P theo thu tu
tren .Goi K la giao cua doan thang AN va BM,goi H la giao cua doan thang AP va CM ,goi I la giao cua doan thang CN va PB
b] hay nhan xet 4 diem O,K,H,I
Ve hinh theo cach dien dat bang loi nhu sau: Cho 3 diem A,B,C khong thang hang. Qua C ve duong thang d1 vuong goc voi BC , qua A ve duong thang d2 song song voi BC , d1 cat d2 tai D . Hoi goc ADC la goc gi? Vi sao?
Moi nguoi giup voi!!
Vì AD // BC (do \(d_2\) // \(BC\)) nên \(\widehat{BCD}+\widehat{ADC}=180^0\)
=> \(\widehat{ADC}=180^0-90^0\)
=> \(\widehat{ADC}=90^0\)
Vậy \(\widehat{ADC}\) là góc vuông.
Chúc bạn học tốt!