Math, asked by shwetankraj5, 19 days ago

find the value of theta​

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Answered by MatricsGirl
4

\huge\red{\underline{\boxed{Answer:-}}}

\small{2\:sin4}\theta=\small\frac{1}{2}

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\small{\:sin4}\theta=\small\frac{1}{2}\small{×2}

\small{4}\theta=\small{ {sin}^{ - 1}}\small\frac{1}{4}

\theta=\small\frac{1}{4}\small{ {sin}^{ - 1}}(\small\frac{1}{4})

Answered by anushrimanoj03
2

Step-by-step explanation:

cos2θ=1−2sin2(θ)

So,

cosθ=1−2sin2(θ2)

2sin2(θ2)=1−cosθ

sin2(θ2)=1−cosθ2

sin(θ2)=±√1−cosθ2 

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