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Introduction to Trigonometry Test - 15

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Introduction to Trigonometry Test - 15
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  • Question 1
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    The value of the expression cosec (75° + θ)-sec(15°- θ)-tan(55°+ θ)+ cot (35° – θ) is

    Solution

    (75°+θ) and (15°–θ) are complements of each other. Similarly, (55°+ θ) and (35°– θ) are also complements.

    So, cosec(75° + θ) – sec(15° – θ) – tan(55° + θ) + cot (35° – θ)

    = cosec[90° – (15° – θ)] – sec(15° – θ) –tan(55° + θ) + cot[90° – (55° + θ)]

    = sec(15° – θ) – sec(15° – θ) – tan(55° + θ) + tan(55° + θ)

    = 0

    Hence, right option is (b).

     

  • Question 2
    1 / -0

    If cos 9α = sinα and 9α < 90°, then the value of tan 5α is

    Solution

    cos 9α = sinα

    ⇒ cos 9α = cos(90° - α)

    ⇒ 9α = 90° – α

    ⇒ 10α = 90°

    ⇒ α = 9°

    ∴ tan 5α = tan 5 × 9° = tan 45° = 1

    Hence, verifies the option (c).

     

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