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    TEST-2 Trigonometric Functions (Chapter 3) : SECTION-A (1 5) Parents Sign-Max Marks - 37 Marks Obtained

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    swati verma
    1. The document is a test paper containing trigonometric functions questions divided into three sections - Section A containing 5 multiple choice questions, Section B containing 10 problems to solve, and Section C containing 4 proofs. 2. The questions cover a range of trigonometric topics including evaluating trigonometric functions of angles, proving trigonometric identities, solving trigonometric equations, and applying trigonometric functions to real world problems involving the movement of hands on a clock or an animal tied to a post. 3. The final question involves finding the tangent of a sum of two angles where the cotangent of one angle and secant of the other are given.

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    TEST-2 Trigonometric Functions (Chapter 3) : SECTION-A (1 5) Parents Sign-Max Marks - 37 Marks Obtained

    Uploaded by

    swati verma
    14 views1 page
    1. The document is a test paper containing trigonometric functions questions divided into three sections - Section A containing 5 multiple choice questions, Section B containing 10 problems to solve, and Section C containing 4 proofs. 2. The questions cover a range of trigonometric topics including evaluating trigonometric functions of angles, proving trigonometric identities, solving trigonometric equations, and applying trigonometric functions to real world problems involving the movement of hands on a clock or an animal tied to a post. 3. The final question involves finding the tangent of a sum of two angles where the cotangent of one angle and secant of the other are given.

    Original Description:

    trigonometry

    Original Title

    11 Tri Ch 3 Test 2

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    © © All Rights Reserved

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    1. The document is a test paper containing trigonometric functions questions divided into three sections - Section A containing 5 multiple choice questions, Section B containing 10 problems to solve, and Section C containing 4 proofs. 2. The questions cover a range of trigonometric topics including evaluating trigonometric functions of angles, proving trigonometric identities, solving trigonometric equations, and applying trigonometric functions to real world problems involving the movement of hands on a clock or an animal tied to a post. 3. The final question involves finding the tangent of a sum of two angles where the cotangent of one angle and secant of the other are given.

    Copyright:

    © All Rights Reserved
    Download as DOCX, PDF, TXT or read online from Scribd
    Download as docx, pdf, or txt
    14 views1 page

    TEST-2 Trigonometric Functions (Chapter 3) : SECTION-A (1 5) Parents Sign-Max Marks - 37 Marks Obtained

    Uploaded by

    swati verma
    1. The document is a test paper containing trigonometric functions questions divided into three sections - Section A containing 5 multiple choice questions, Section B containing 10 problems to solve, and Section C containing 4 proofs. 2. The questions cover a range of trigonometric topics including evaluating trigonometric functions of angles, proving trigonometric identities, solving trigonometric equations, and applying trigonometric functions to real world problems involving the movement of hands on a clock or an animal tied to a post. 3. The final question involves finding the tangent of a sum of two angles where the cotangent of one angle and secant of the other are given.

    Copyright:

    © All Rights Reserved
    Download as DOCX, PDF, TXT or read online from Scribd
    Download as docx, pdf, or txt
    of 1

    TEST-2

    TRIGONOMETRIC FUNCTIONS(CHAPTER 3)
    SECTION-A(1*5)

    Parents sign- Max marks- 37

    Marks obtained-

    1. If tanA = √3, then what is tan2A?


    2. Find the value of cos 55°+ cos 125° + cos 300°.
    3. Find the value of sin 150° + cos 300°.
    4. Express 2cos4x.sin2x as an algebraic sum of sines and cosines.
    31π
    5. Find the value of sin 3
    .
    SECTION-B(2*10)
    2
    1. Solve 2cos x + 3sinx=0.
    cos 29°−sin 29°
    2. Prove that cos 29°+sin 29° = cot 74°.
    3. If cot2A= tan(n-2)A , then what is A?
    4. The minute hand of a clock is 70 cm long. How many centimetres does its tip move in 6
    minutes?
    5. A horse is tied to a part by a rope. If the horse moves along a circular path always keeping the
    rope tight and describes 88m when it has traced out 72° at the centre, find the length of the
    rope.
    6. Solve
    sin2θ + sin4θ + sin6θ = 0.
    sinθ+sin3θ+sin5θ+sin7θ
    7. Prove cosθ+cos3θ+cos5θ+cos7θ =tan4θ.
    8. Show that tan3x.tan2x.tanx = tan3x-tan2x-tanx.
    x+y
    9. Prove that (cosx + cos y)2 + (sinx − siny)2 = 4cos 2 ( 2
    ).
    1 7
    10. If sinx.cosy= 4 and 3tanx = 4tany then prove that sin(x+y) = 16.
    SECTION-C(3*4)

    sec8θ−1 tan8θ
    1. Prove that sec4θ−1 = tan2θ.
    2. Show that sin 4A= 4sinA.cos 3 A − 4cosAsin3 A.
    3. Prove sin2 6x − sin2 4x = sin2x.sin10x.
    1 3π −5 π
    4. Find the value of tan(α + β) given that cot𝛼 = , α ϵ (π , ) and secβ = , βϵ( , π)
    2 2 3 2

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