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Standard VII
Mathematics
Question
Find n ,if
∠
A
=
11
n
−
13
∘
and
∠
B
=
7
n
+
39
∘
,where A and B are vertically opposite angles.
14
∘
52
∘
13
∘
130
∘
A
52
∘
B
14
∘
C
13
∘
D
130
∘
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Solution
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∠
A
=
∠
B
(Vertically opp. angles)
⇒
11
n
−
13
∘
=
7
n
+
39
∘
⇒
11
n
−
7
n
=
39
∘
+
13
∘
⇒
4
n
=
52
∘
⇒
n
=
13
∘
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Similar Questions
Q1
Find n ,if
∠
A
=
11
n
−
13
∘
and
∠
B
=
7
n
+
39
∘
,where A and B are vertically opposite angles.
View Solution
Q2
∠
A
and
∠
B
are vertically opposite angles, and
∠
A
=
5
x
and
∠
B
=
90
°
+
2
x
. Find the value of
x
.
View Solution
Q3
In
Δ
A
B
C
the sides opposite to angles
A
,
B
,
C
are denoted by
a
,
b
,
c
respectively, If
a
=
13
,
b
=
14
,
c
=
15
,
then
r
=
?
View Solution
Q4
If a and b are vertically opposite angles, then:
View Solution
Q5
Let
A
and
B
(where
A
>
B
), be acute angles. If
sin
(
A
+
B
)
=
12
13
and
cos
(
A
−
B
)
=
3
5
, then the value(s) of
sin
(
2
A
)
is/are
View Solution