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The value of θθθθθθcos(90∘+θ)sec(-θ)tan(180∘-θ)sec(360∘-θ)sin(180∘+θ)cot(90∘-θ) is ______. -

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Question

The value of `(cos(90^circ + θ) sec(-θ)tan(180^circ - θ))/(sec(360^circ - θ)sin(180^circ + θ)cot(90^circ - θ))` is ______.

Options

  • – 2

  • – 1

  • 1

  • 2

MCQ
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Solution

The value of `(cos(90^circ + θ) sec(-θ)tan(180^circ - θ))/(sec(360^circ - θ)sin(180^circ + θ)cot(90^circ - θ))` is – 1.

Explanation:

`(cos(90^circ + θ) sec(-θ)tan(180^circ - θ))/(sec(360^circ - θ)sin(180^circ + θ)cot(90^circ - θ))`

= `((- sin θ) sec θ(- tan θ))/(secθ(- sin θ) tan θ)`

= – 1

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Trigonometric Functions of Allied Angels
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