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EFGH is a trapezium with EF ∥ HG, and its diagonals… | StemPy Lab
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EFGH is a trapezium with EF ∥ HG, and its diagonals meet at O. EO = (3x - 1) cm, OG = (5x - 3) cm, FO = (3x - 2) cm and OH = (6x - 5) cm. Find x.
Mathematics
Hard
High School (9–10)
General
Geometry › Triangles
Olympiad
SAT
Created by
StemPy Lab
E
F
G
H
EFGH
E
F
G
H
is a trapezium with
E
F
∥
H
G
EF \parallel HG
E
F
∥
H
G
, and its diagonals meet at
O
O
O
.
E
O
=
(
3
x
−
1
)
EO = (3x - 1)
E
O
=
(
3
x
−
1
)
cm,
O
G
=
(
5
x
−
3
)
OG = (5x - 3)
O
G
=
(
5
x
−
3
)
cm,
F
O
=
(
3
x
−
2
)
FO = (3x - 2)
F
O
=
(
3
x
−
2
)
cm and
O
H
=
(
6
x
−
5
)
OH = (6x - 5)
O
H
=
(
6
x
−
5
)
cm. Find
x
x
x
.
1
1
1
−
1
3
-\dfrac{1}{3}
−
3
1
3
3
3
2
2
2
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