If cos θ + sin θ = p and sec θ + cosec θ = q, prove that q(p2 - 1) = 2p | X STD CBSE

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If sinθ + cosθ = p and secθ + cosecθ = q, then prove that q (p^2 – 1) = 2p. If sinθ + cosθ = p and secθ + cosecθ = q, then prove that q (p^2 – 1) = 2p.
🤔🆔 Sin°+Cos°=p & Sec°+Cosec°=q. Prove q(p²-1)=2p.Trigonometry 🙋SUBSCRIBE@TECHNO_MATHICS 🤔🆔 Sin°+Cos°=p & Sec°+Cosec°=q. Prove q(p²-1)=2p.Trigonometry 🙋SUBSCRIBE@TECHNO_MATHICS
If cosθ+sinθ = p and secθ+cosecθ = q, prove that q(p^2 - 1) = 2p. If cosθ+sinθ = p and secθ+cosecθ = q, prove that q(p^2 - 1) = 2p.