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8'2 The Trigonometric Functions

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Circular Function Definition: x is any angle in standard ... Trigonometric Reciprocal Identities. Signs of the Trigonometric Functions. Quadrant II Quadrant I ... – PowerPoint PPT presentation

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Title: 8'2 The Trigonometric Functions


1
8.2 The Trigonometric Functions
2
Definitions of the Trigonometric Functions
3
Definitions of the Trigonometric Functions
Circular Function Definition x is any angle in
standard position and (x,y) is a point on the
terminal ray of the angle.
4
Trigonometric Reciprocal Identities
5
Signs of the Trigonometric Functions
Quadrant II Quadrant I sin x
sin x cos x - cos x tan x
- tan x Quadrant
III Quadrant IV sin x - sin x - cos x
- cos x tan x tan x -
6
Pythagorean Identities
7
Double Angle Identities
8
Reduction Formulas
9
Sum or Difference of Two Angles
10
Half Angle Identities
11
8.4 Derivatives of Trigonometric Functions
12
Derivative of Sine
13
Derivative of Cosine
14
Derivative of Tangent
15
Derivative of Cotangent
16
Derivative of Secant
17
Derivative of Cosecant
18
Derivatives of Trigonometric Functions
Note that each trigonometric function that begins
with a c has a negative sign in its
derivative.
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