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Byju's Answer
Standard IX
Mathematics
Triangles between Same Parallels
∆ABC is a rig...
Question
Δ
A
B
C
is a right-angled triangle.
B
D
⊥
A
C
. If and
D
C
=
2
c
m
, then find the length of
B
D
.
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Solution
Δ
A
D
B
∼
Δ
B
D
C
∴
A
D
B
D
=
B
D
D
C
∴
B
D
2
=
A
D
×
D
C
=
8
×
2
∴
B
D
2
=
16
∴
B
D
=
4
c
m
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Q.
Δ
A
B
C
is a right-angled triangle right angled at
B
.
B
D
is perpendicular to
A
C
.
If
A
D
=
8
c
m
and
D
C
=
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,
then find the length of
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Q.
In a ∆ABC, ∠ABC = 100°, ∠BAC = 35° and BD ⊥ AC meets side AC in D. If BD = 2 cm, find ∠C and length DC.