ǰͼ2Ѿ֤
(d-2r)/(2r)=cos BDC
(d-2r)/(2r)=cos EDH.
ӶBDF=BDGҴͼϿ֪
1 BDF=210-EDG
ʵӣ1ѾáBDF
ǰķðϰߣ˫ȡҡ
1е270ôBDF=135ǰģ
ڵķ1=sin 210 ctg BDF -cos 210
BDF=\(\arctan ( \frac{-1}{2-\sqrt{3}})=105\)
ӶEDH=15½һ¡
(d-2r)/(2r)=cos BDC
(d-2r)/(2r)=cos EDH.
ӶBDF=BDGҴͼϿ֪
1 BDF=210-EDG
ʵӣ1ѾáBDF
ǰķðϰߣ˫ȡҡ
1е270ôBDF=135ǰģ
ڵķ1=sin 210 ctg BDF -cos 210
BDF=\(\arctan ( \frac{-1}{2-\sqrt{3}})=105\)
ӶEDH=15½һ¡
���༭ʱ��: 2023-03-27 13:04:57

