Step-by-step explanation: We know, 2cos2x=1+cos2x. ∴cos2x=21+cos2x cos2(455+θ)=21+cos(90o+θ)=21−sinθ cos2(45o−θ)=21+cos(900−θ)=21+sinθ tan(60o+θ)=1−tan60otanθtan60o+tanθ=1−3tanθ3+tanθ tan(30o−θ)=1+tan30otanθtan30o−tanθ= Reply
Step-by-step explanation:
We know, 2cos2x=1+cos2x.
∴cos2x=21+cos2x
cos2(455+θ)=21+cos(90o+θ)=21−sinθ
cos2(45o−θ)=21+cos(900−θ)=21+sinθ
tan(60o+θ)=1−tan60otanθtan60o+tanθ=1−3tanθ3+tanθ
tan(30o−θ)=1+tan30otanθtan30o−tanθ=