If sec- -tan- -2tan- - then show that sec- -tan- -2sec- -

secΘ tanΘ = √(2)tanΘ secΘ =(√(2)+1)tanΘ secΘ +tanΘ = (√(2)+1)tanΘ +tanΘ = (√(2)+2)tanΘ = √(2)(1+√(2))tanΘ = √(2)secΘ ∴ Hence ...

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Definition of Functions

If secΘ -ta...

Question

If $s e c Θ - t a n Θ = \sqrt{2} t a n Θ,$ then show that $s e c Θ + t a n Θ = \sqrt{2} s e c Θ,$

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