find the value of theta if 1-tan^2 theta/1+tan^2 theta=1/2 ; 0 is equal or greater than theta greater than 90
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Let it be anything… tanθ , sinθ , cosθ or x or y or z .
So let's work with x .
If x+1/x=2 , what is value of x2+1/x2
As x+1/x=2
⟹(x+1/x)2=4
⟹x2+1/x2+2×x×1/x=4
⟹x2+1/x2+2=4
⟹x2+1/x2=2
If one continues on this, we will find that
With condition x+1/x=2 , we will always have xn+1/xn=2 , for any n .
Explanation:
hope it should help you.sorry if it's wrong
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