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Question Number 211956 by Durganand last updated on 25/Sep/24

Answered by Frix last updated on 25/Sep/24

tan α =t     tan 2α =((2t)/(1−t^2 ))     sin 2α =((2t)/(1+t^2 ))  (1/t)−((1−t^2 )/(2t))=((2−(1−t^2 ))/(2t))=((1+t^2 )/(2t))=(1/(sin 2α))

tanα=ttan2α=2t1t2sin2α=2t1+t21t1t22t=2(1t2)2t=1+t22t=1sin2α

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