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Byju's Answer
Standard IX
Mathematics
Diagonals of a Rectangle Bisect Each-Other and Are Equal
In the given ...
Question
In the given figure if AB || DE,
∠
B
A
C
=
35
o
and
∠
C
D
E
=
53
o
, find
∠
D
C
E
.
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Solution
∠
D
C
E
=
∠
E
A
B
(Alternate angles as
A
B
|
|
D
E
and
A
E
is transversal)
∠
D
E
C
=
35
∘
In
△
D
C
E
, we have
∠
D
C
E
+
∠
C
E
D
+
∠
C
E
D
=
180
∘
(Angle sum property)
∠
D
C
E
+
35
∘
+
53
∘
=
180
∘
∠
D
C
E
=
180
∘
−
88
∘
=
92
∘
Suggest Corrections
2
Similar questions
Q.
In figure, if
A
B
∥
D
E
,
∠
B
A
C
=
35
o
and
∠
C
D
E
=
53
o
, find
∠
D
C
E
.
Q.
In fig 6.41, if
A
B
|
|
D
E
,
∠
B
A
C
=
35
o
and
∠
C
D
E
=
53
o
, find
∠
D
C
E
.
Q.
In the figure, if
A
B
∥
D
E
,
∠
B
A
C
=
35
o
and
∠
C
D
E
=
53
o
, find
∠
D
C
E
.
Q.
In Fig. if
A
B
|
|
D
E
,
∠
B
A
C
=
35
o
and
a
n
g
l
e
C
D
E
=
53
o
, find
∠
D
C
E
.
Q.
Question 3
In the given figure, if
A
B
|
|
D
E
,
∠
B
A
C
=
35
∘
a
n
d
∠
C
D
E
=
53
∘
,
f
i
n
d
∠
D
C
E
.
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Diagonals of a Rectangle Bisect Each-Other and Are Equal
Standard IX Mathematics
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