If `cosec theta - sin theta = a^3 and sec theta - cos theta = b^3` then prove that `a^2b^2(a^2+...

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If cosec theta -sin theta=a^3 and sec theta -cos theta=b^3 prove that a^2b^2(a^2+b^2)=1 Trigonometry If cosec theta -sin theta=a^3 and sec theta -cos theta=b^3 prove that a^2b^2(a^2+b^2)=1 Trigonometry
If cosec θ-sin θ = a3 and sec θ-cos θ = b3 , prove that a2b2(a2+b2) = 1. If cosec θ-sin θ = a3 and sec θ-cos θ = b3 , prove that a2b2(a2+b2) = 1.
If `cosectheta-sintheta=a^3, sectheta-costheta=b^3`, then prove that `a^2b^2(a^2+b^2)=1` If `cosectheta-sintheta=a^3, sectheta-costheta=b^3`, then prove that `a^2b^2(a^2+b^2)=1`
If cosec theta - sintheta = a^3 and sectheta - costheta = b^3 , prove that a^2b^2 (a^2 + b^2) = 1 . If cosec theta - sintheta = a^3 and sectheta - costheta = b^3 , prove that a^2b^2 (a^2 + b^2) = 1 .
If cosec theta - sin theta=a^3, sec theta-cos theta=b^3, Prove that a^2b^2(a^2+b^2)=1 If cosec theta - sin theta=a^3, sec theta-cos theta=b^3, Prove that a^2b^2(a^2+b^2)=1
If cosec theta - sin theta = l and sec theta - cos theta = m, prove that l^2m^2(l^2 + m^2 + 3) = 1 If cosec theta - sin theta = l and sec theta - cos theta = m, prove that l^2m^2(l^2 + m^2 + 3) = 1
Trigonometry Formulas -2 Trigonometry Formulas -2
If cos (A + 2B) = 0, and cos (B - A) = √3/2, then find cosec (2A + B). #cbse #cbseclass10 If cos (A + 2B) = 0, and cos (B - A) = √3/2, then find cosec (2A + B). #cbse #cbseclass10