Subject: Optional Maths
(sinθ)2 + (cosθ)2 = 1 | _x000D_sec2θ = 1+tan2θ | _x000D_cosec2θ - cot2θ = 1 | _x000D_
sin2θ = 1-cos2θ | _x000D_sec2θ - tan2θ =1 | _x000D_cosec2θ = 1 + cot2θ | _x000D_
, sinθ= \(\sqrt{1-cos^{2}}{θ}\) | _x000D_tan2θ= sec2θ - 1 | _x000D_cot2θ = cosec2θ - 1 | _x000D_
cosθ = \(\sqrt{1-sin^{2}}{θ}\) | _x000D__x000D_
secθ = \(\sqrt{1+tan^{2}}{θ}\) _x000D_ | _x000D_
cotθ =\(\sqrt{cosec^{2} θ-1}\) | _x000D_
sec2θ - tan2θ =1 | _x000D_tanθ = \(\sqrt{sec^{2} θ-1}\) | _x000D_cosecθ = \(\sqrt{1+cot^{2}}{θ}\) | _x000D_
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