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Class Work 1.Find the exact value of cot 330 2. Find sin2x, cos2x, and tan2x given tan x = -3/2 and 90 < x< 180

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Class Work. Find the exact value of cot 330  Find sin2x , cos2x , and tan2x given tan x = -3/2 and 90 < x< 180. Class Work. 3. Find and 180 < x < 270. Section 7.4 Inverse Trigonometric Functions. Objectives: - PowerPoint PPT Presentation

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  • Class WorkFind the exact value of cot 330

    Find sin2x, cos2x, and tan2x given tan x = -3/2 and 90 < x< 180

  • Class Work3. Find and 180 < x < 270

  • Section 7.4Inverse Trigonometric FunctionsObjectives:To define the inverse of the sine, cosine, and tangent functions.To understand the domain and range of the inverse trig functions.

  • Inverse Sine FunctionThe inverse of the function sin is the function sin1 defined by: sin1x = y sin y = x for 1 x 1 and /2 y /2.

  • Example 1. Find the exact value of the expression if it is defined:

    sin1

    sin1 ()

    sin1 (3/2)

  • Class Work Find the exact value of the expression if it is defined:4.

    5.

  • Inverse Cosine FunctionThe inverse cosine function is the function cos1 with domain [1, 1] and range [0, ], defined by: cos1 x = y cos y = x

  • Ex 2. Find the exact value of the expression if it is defined:

    cos1

    b) cos1 0

    c) cos1 (5/7)

  • Class WorkFind the exact value of the expression if it is defined:6.

    7.

  • Inverse Tangent FunctionThe inverse tangent function is the function tan1 with domain and range (/2, /2) defined by: tan1 x = y tan y = x

  • Ex 3. Find the exact value of the expression if it is defined:

    tan1 1

    tan1

    tan1(20)

  • Class WorkFind the exact value of the expression if it is defined:

    8.

    9.

  • Ex 4. Find the exact value of the expression, if it is defined.

    a.)

    b.)

    c.)

  • Class WorkFind the exact value of the expression, if it is defined.

    10.

    11.

  • Ex 5. Find the exact value of the expression, if it is defined.

    a.)

    b.)

    c.)

  • Class WorkFind the exact value of the expression, if it is defined.

    12.

    13.

  • HW#4 p557 1,4,6,7,10,11,13,16,18,21,26,53,54