find the value of cos3theta/2costheta-1
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The value of (cos3theta)/(2cos2theta-1) is equal to costheta.
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Answer:
Solution :
cos3θ+2cosθ=0
⇒4cos3θ−3cosθ+2cosθ=0
⇒4cos3θ−cosθ=0
⇒cosθ(4cosθ2−1)=0
⇒cosθ=0 or 4cos2θ−1=0
Now cosθ=0
⇒θ=(2n+1)π2.
and 4cos2θ−1=0
⇒cos2θ=14=(12)2=cos2π3
⇒θ=nπ±π3
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