value of cos 43.5 degrees ??
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Step-by-step explanation:
We have: sin
−1
(cos
5
53π
)
=sin
−1
(cos
5
50π+3π
)
=sin
−1
(cos(
5
50π
+
5
3π
))
=sin
−1
(cos(10π+
5
3π
))
=sin
−1
(cos(
5
3π
)), [∵cos(2nπ+θ)=cosθ,n∈Z]
=sin
−1
(sin(
2
π
−
5
3π
)), [∵sin(
2
π
−θ)=cosθ]
=sin
−1
(sin(−
10
π
))=−
10
π
Note sin
−1
(sinθ)=θ if −
2
π
≤θ≤
2
π
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