Three dimensions The distance between point and plane Distance between point and plane is vertical...
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Transcript of Three dimensions The distance between point and plane Distance between point and plane is vertical...
Three dimensions
The distance between point and plane Distance between
point and plane is vertical line which connects point and center pointof plane.
( jarak titik ke bidang adalah panjang garis tegak lurus dari titik ke bidang )
• A
A’
A cube ABCD.EFGH with edge 6 cm, find the distance between point A to plane BCGF
A B
CD
H G
E F The distance between point A and plane BCGF is line AB = 6 cm
A B
D C
E F
H G
A cube ABCD.EFGH with edge 6 cm, find the distance between point C to plane BDG
C’
O
The distance between C to plane BDG is CC’
OC = AC2
1
262
1
23
(OG)2 = (OC)2 + (CG)2
22623
= 18 + 36
= 5463OG
See the triangle OCG
The area OCG = 2
CGOC
2
623
The area OCG = 2
'CCOG
2
'63 CC
32' CC
2
623 2
'63 CC
In the cube ABCD.EFGH of edge 9 cm, find the distance from point B to the plane AFC
In the cube ABCD.EFGH of edge 6 cm, find the distance from point A to the plane
BDHF
In the cube ABCD.EFGH of edge 6 cm, find the distance from point B to the plane
EFGH
A pyramid T.ABCD with edge of base square 4 cm and TA = TB = TC = TD = 8 cm. Find the distance from point T to plane ABCD
TASK
In the cube ABCD.EFGH of edge 4 cm, determine the distance from point E to the plane BDG
A pyramid T.ABCD with edge of base square 4 cm and TA = TB = TC = TD = 8 cm. Determine the distance from point T to plane ABCD
QUIZ