Menampilkan Bidang Diagonal Kubus dengan Geogebra Cuboid of geogebra
Mathematics
Cubes
SMP N 2 Purworejo
2012/2013
Disusun oleh :
Brilly Adrian Sani ( 05 )
Fatikha Irda Chalita ( 12 )
Fortiningsih ( 13 )
Nur Rochim ( 20 )
Umi Salwa ( 23 )
Cubess
A cubes is a solid shape formed by six flat surfaces
that are square.
A. Side :
The cubesss has 6 sides, there are : Side ABFE, side EFGH, side CDHG, side ADHE, side
ABCD, and side BCGF.
Side
ABFE
Side
ADHE
Side
EFGH
Side
ABCD
Side
CDHG
Side
BCGF
B. Edge :
Edge is the faces of cubes cross at a line. The cubes has 12 edges, there are : edge AB, edge
BF, edge EF, edge AE, edge AD, edge DC, edge BC, edge CG, edge DH, edge EH, edge FG,
and edge HG.
.
Edge
Edge
Edge
Edge
Edge
Edge
Edge
BC
Edge
Edge
Edge
EH
Edge
FG
Edge
HG
C. Face Diagonal :
The face diagonal is the a segment that connecting two vertices each of which top face and
base face that is not in one face. The cubes has 12 faces diagonal, there are : Face AH, face
DE, face BE, face AF, face BG, face CF, face CH, face DG, face HF, face EG, face AC, and face
BD.
Face AH
Face DE
Face BE
D. Space Diagonal :
Face AF
Face BG
Face CF
Face CH
Face DG
Face HF
Face EG
Face AC
Face BD
E. Diagonal Plane :
The diagonal plane is the plane that formed by two face diagonals and two edges that
adjacent. The cubes has 6 plane diagonal, there are : diagonal ADGH, diagonal ACFG,
diagonal BDEH, diagonal ACGE, diagonal BCEF, and diagonal BCHE.
Diagonal
Diagonal
ACGE
Diagonal
Diagonal
Diagonal
Diagonal
BCHE
F. Space Diagonal :
The Space Diagonal is the line segment that connecting two vertices each of which is in the
top face and base face that is not in one face.The cubes has 4 spaces diagonal, there are :
diagonal AG, diagonal BH, diagonal DF, and diagonal CE.
Diagonal AG
Diagonal BH
Diagonal DF
Diagonal CE
G. Vertex
Vertex is the edges of cubes meet at a point. There are : vertex A, vertex B, vertex C, vertex
D, vertex E, vertex F, vertex G, and vertex H.
Vertex A
Vertex B
Vertex
Vertex E
Vertex G
Vertex H
Vertex C
Vertex F
Cubes
SMP N 2 Purworejo
2012/2013
Disusun oleh :
Brilly Adrian Sani ( 05 )
Fatikha Irda Chalita ( 12 )
Fortiningsih ( 13 )
Nur Rochim ( 20 )
Umi Salwa ( 23 )
Cubess
A cubes is a solid shape formed by six flat surfaces
that are square.
A. Side :
The cubesss has 6 sides, there are : Side ABFE, side EFGH, side CDHG, side ADHE, side
ABCD, and side BCGF.
Side
ABFE
Side
ADHE
Side
EFGH
Side
ABCD
Side
CDHG
Side
BCGF
B. Edge :
Edge is the faces of cubes cross at a line. The cubes has 12 edges, there are : edge AB, edge
BF, edge EF, edge AE, edge AD, edge DC, edge BC, edge CG, edge DH, edge EH, edge FG,
and edge HG.
.
Edge
Edge
Edge
Edge
Edge
Edge
Edge
BC
Edge
Edge
Edge
EH
Edge
FG
Edge
HG
C. Face Diagonal :
The face diagonal is the a segment that connecting two vertices each of which top face and
base face that is not in one face. The cubes has 12 faces diagonal, there are : Face AH, face
DE, face BE, face AF, face BG, face CF, face CH, face DG, face HF, face EG, face AC, and face
BD.
Face AH
Face DE
Face BE
D. Space Diagonal :
Face AF
Face BG
Face CF
Face CH
Face DG
Face HF
Face EG
Face AC
Face BD
E. Diagonal Plane :
The diagonal plane is the plane that formed by two face diagonals and two edges that
adjacent. The cubes has 6 plane diagonal, there are : diagonal ADGH, diagonal ACFG,
diagonal BDEH, diagonal ACGE, diagonal BCEF, and diagonal BCHE.
Diagonal
Diagonal
ACGE
Diagonal
Diagonal
Diagonal
Diagonal
BCHE
F. Space Diagonal :
The Space Diagonal is the line segment that connecting two vertices each of which is in the
top face and base face that is not in one face.The cubes has 4 spaces diagonal, there are :
diagonal AG, diagonal BH, diagonal DF, and diagonal CE.
Diagonal AG
Diagonal BH
Diagonal DF
Diagonal CE
G. Vertex
Vertex is the edges of cubes meet at a point. There are : vertex A, vertex B, vertex C, vertex
D, vertex E, vertex F, vertex G, and vertex H.
Vertex A
Vertex B
Vertex
Vertex E
Vertex G
Vertex H
Vertex C
Vertex F