If ay cos θ = bx sin θ and ax sec θ - by cosec θ = a^2-b^ then proof that x^2/a^+y^2/b^=1

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Saurabh Koranglekar · Answer

Dear student The conditions given are not complete especially 2nd kindly check and repost correct question Regards

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If ay cos θ = bx sin θ and ax sec θ - by cosec θ = a^2-b^ then proof that x^2/a^+y^2/b^=1

If ay cos θ = bx sin θ and ax sec θ - by cosec θ = a^2-b^ then proof that x^2/a^+y^2/b^=1

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If ay cos θ = bx sin θ and ax sec θ - by cosec θ = a^2-b^ then proof that x^2/a^+y^2/b^=1

If ay cos θ = bx sin θ and ax sec θ - by cosec θ = a^2-b^ then proof that x^2/a^+y^2/b^=1

1 Answers

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