Double Angle - Trignometry - Practice Problems, Exercises of Trigonometry

It is the Practice Problems of Trignometry which includes Problems of Statements, Linear Trigs functions, Inequality Problem Functions etc. Key important points are: Double Angle, Circles and Triangles, Graphical Problems, Tangent, Quadrant One

Typology: Exercises

2012/2013

Uploaded on 02/06/2013

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Trigonometry Chapter 4 Name___________________
Worksheet 4.1
Using the double angle identities find each of the following given
4
sinx 5
=
, x is in quadrant one.
1. sin 2x 2. cos 2x
3. tan 2x
Using the double angle identities find each of the following given
13
secx 5
=
, x is not in quadrant three.
4. sin 2x 5. cos 2x
6. tan 2x
Using the double angle identities find each of the following given
2
sinx 5
=
, x is not in quadrant one.
7. sin 2x 8. cos 2x
9. tan 2x
pf2

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Trigonometry Chapter 4 Name___________________

Worksheet 4.

Using the double angle identities find each of the following given

sin x 5

= , x is in quadrant one.

  1. sin 2x 2. cos 2x
  2. tan 2x

Using the double angle identities find each of the following given

sec x 5

= − , x is not in quadrant three.

  1. sin 2x 5. cos 2x
  2. tan 2x

Using the double angle identities find each of the following given

sin x 5

= , x is not in quadrant one.

  1. sin 2x 8. cos 2x
  2. tan 2x

Verify the identities.

2 1 cos x 1 tan x sin 2x 2

2

sec 2x 1 2sin x

2

2

cot x 1 cos 2x csc x

2

2

1 tan x cos 2x 1 tan x

sin 2x tan x 1 cos 2x

2

2 tan x sin 2x 1 tan x

2 sin 2x cot x = 2 − 2sin x 17. tan x = csc 2x −cot 2x