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Byju's Answer
Standard XII
Mathematics
Principal Solution of Trigonometric Equation
Evaluate the ...
Question
Evaluate the following :
c
o
s
20
s
i
n
70
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Solution
We have
sin
(
90
−
θ
)
=
cos
θ
therefore,
sin
70
=
sin
(
90
−
20
)
=
cos
20
To evaluate,
cos
20
sin
70
=
cos
20
cos
20
=
1
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Similar questions
Q.
Evaluate:
cos
20
∘
cos
70
∘
−
sin
20
∘
sin
70
∘
Q.
s
i
n
70
∘
c
o
s
20
∘
+
s
i
n
59
∘
c
o
s
31
∘
−
8
s
i
n
2
30
∘
=
____
Q.
sin70/cos20+cosec20/sec70-2cos70cosec20.Simplify
Q.
Write the value of
sin
20
°
-
cos
20
°
sin
70
°
cos
70
°
.
Q.
Prove that
sin
70
∘
cos
20
∘
+
cosec
20
∘
sec
70
∘
−
2
cos
70
∘
cosec
20
∘
=
0
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Principal Solution of Trigonometric Equation
Standard XII Mathematics
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