10 If sin θ + cos θ = p and sec θ + cosec θ = q, then prove that qp2 – 1 = 2p

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prove that q(p² - 1) =2P where sin θ + cosθ = P and sec θ + cosec θ is equal to q   prove that q(p² - 1) =2P where sin θ + cosθ = P and sec θ + cosec θ is equal to q  
If sintheta + costheta = p and sectheta + cosec theta = q , show that q(p^2 - 1) = 2p Trigonometry If sintheta + costheta = p and sectheta + cosec theta = q , show that q(p^2 - 1) = 2p Trigonometry
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