Mathematics and Origami
2
BDtgB
CO= ; LH=HD=LB
HD
x
senB=
()CO x
x
B
−
=
2
cos
2
tg
LH
CO x
B
−
=
x= 2 COcosB− 2 xcosB ;
B
CO B
x
1 2 cos
2 cos
+
=
5- ∆LHG = ∆DHG by symmetry
Ang. CHG = Ang. CHL + Ang. LHG = 108 º
2
90
2
180
= + =
−
+
B B
B
K D K D
B
F
E
C
B F
D
C
B
OO
B O G D
L H
C
B G D
L
C
H
B G
L
C
H
K D
B F
L
C
H L
E
O
M
C
H
G
(^123)
(^45)
(^678)
M
paralelas
x