If sin- -cos- -2sin90- - Find cot-

Given sinθ+cosθ=√(2)sin (90 θ) sinθ+cosθ=√(2)cosθ sinθ=(√(2) 1)cosθ tanθ=√(2) 1 1tanθ=1√(2) 1 θ=√(2)+12 1 θ=√(2)+1 ...

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Use of Trigonometric Table

If sinθ +co...

Question

If $s i n θ + c o s θ = \sqrt{2} s i n (90 - θ)$ . Find $c o t θ$

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Solution

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If $sin θ + cos θ = \sqrt{2} cos (90^{\circ} - θ)$ , find $cot θ$ ?

If $c o s θ + s i n θ = \sqrt{2} s i n (90^{\circ} - θ),$ then $c o s θ - s i n θ =$ ___

s i n θ + c o s θ = \sqrt{2} s i n (90^{\circ} - θ)

θ .

sin θ + cos θ = \sqrt{2} sin (90^{\circ} - θ),

cot θ = \sqrt{2} + 1

prove that

1+cosec θ+cotθ /1+cosecθ - cotθ = 1+ cosθ = 1+cosθ /sinθ

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