Prove that: √(sec^2θ +cosec^2θ) = tanθ + cotθ

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Prove that : √{sec^2(θ) + cosec^2(θ)} = tanθ + cotθ ...|| Class 10 || Prove that : √{sec^2(θ) + cosec^2(θ)} = tanθ + cotθ ...|| Class 10 ||
Prove that sqrt(sec^(2)theta+cosec^(2)theta)=tantheta+cottheta | 10 | MATHEMATICS-2018 | MATHS |... Prove that sqrt(sec^(2)theta+cosec^(2)theta)=tantheta+cottheta | 10 | MATHEMATICS-2018 | MATHS |...
Prove that √(sec^2 θ +cosec2 θ)=tanθ+cotθ Prove that √(sec^2 θ +cosec2 θ)=tanθ+cotθ
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Prove that: √(〖sec〗^2 θ+〖cosec〗^2 θ)=tan⁡θ+cot⁡θ. Prove that: √(〖sec〗^2 θ+〖cosec〗^2 θ)=tan⁡θ+cot⁡θ.
Prove that [sec^2θ+cosec^2θ]^1/2​=tanθ+cotθ#shorts #shortsvideo#trending #trendingshorts shortsfeed Prove that [sec^2θ+cosec^2θ]^1/2​=tanθ+cotθ#shorts #shortsvideo#trending #trendingshorts shortsfeed
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How to show that sec(π/2-θ)=cosecθ, cosec(π/2-θ)=secθ and cot(π/2-θ)=tanθ geometrically How to show that sec(π/2-θ)=cosecθ, cosec(π/2-θ)=secθ and cot(π/2-θ)=tanθ geometrically