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Byju's Answer
Standard XII
Mathematics
Standard Formulae - 1
27. Prove tha...
Question
27. Prove that,tan35+tan10+tan35tan10=1
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Q.
Prove that:
tan
20
∘
tan
35
∘
tan
45
∘
tan
55
∘
tan
70
∘
=
1
Q.
Prove that :
tan
10
o
tan
15
o
tan
75
o
tan
80
o
=
1
Q.
Show that:
tan
35
∘
tan
60
∘
tan
55
∘
tan
30
∘
=
1
Q.
Prove that:
secθ
+
tanθ
-
1
tanθ
-
secθ
+
1
=
cosθ
1
-
sinθ
Or, Evaluate:
secθ
cosec
(
90
°
-
θ
)
-
tanθ
cot
(
90
°
-
θ
)
+
sin
2
55
°
+
sin
2
35
°
tan
10
°
tan
20
°
tan
60
°
tan
70
°
tan
80
°
Q.
Prove the following :
sin
(
50
∘
+
θ
)
−
cos
(
40
∘
−
θ
)
+
tan
1
∘
tan
10
∘
tan
20
∘
tan
70
∘
tan
80
∘
tan
89
∘
=
1
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