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Byju's Answer
Standard XII
Mathematics
Principal Solution of Trigonometric Equation
tan 20o + tan...
Question
tan
20
o
+
tan
25
o
+
tan
20
o
⋅
tan
25
o
=
_____
A
−
√
2
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B
1
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C
1
/
√
2
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D
−
1
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Solution
The correct option is
D
1
tan
(
20
∘
+
25
∘
)
=
tan
45
∘
⟹
tan
20
∘
+
tan
25
∘
1
−
tan
20
∘
tan
25
∘
=
1
⟹
tan
20
∘
+
tan
25
∘
=
1
−
tan
20
∘
tan
25
∘
⟹
tan
20
∘
+
tan
25
∘
+
tan
20
∘
tan
25
∘
=
1
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0
Similar questions
Q.
Prove:
tan
20
o
+
tan
25
o
+
tan
20
o
tan
25
o
=
1
.
Q.
Prove that:
tan
20
o
+
tan
25
o
+
tan
20
o
.
tan
25
o
=
1
.
Q.
tan
20
o
+
tan
25
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+
tan
20
o
tan
25
o
.
Q.
If
k
=
tan
25
o
then find
k
−
1
k
+
1
+
k
+
1
k
−
1
.
Q.
If
k
=
tan
25
o
, then
k
−
1
k
+
1
+
k
+
1
k
−
1
is equal to:
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