Conversions between Radians and Degrees
Name Identities
Trig Values of Angles
Find a Trig Value Given a Trig Value
Find the Angle Given a Trig Value
100

67.5 degrees

3π/8

100

sec = 1/cos

Reciporcal 

100

sin 330

-1/2

100

cos x = 4/5

tan x = 3/4
100

sin x =√3/2

60, 120

200

225 degrees

5π/4

200

sin x/2 = +- √1-cosx/2

Half Angle

200

tan 225

1

200

tan x = 12/5

sin x = 12/13

200

tan x = 1

45, 225

300

12π/4

540 degrees

300

cos (x+-y) = cosx cosy-+sinx siny

Sum & Difference

300

cos 135

-√2/2

300

cos x = 4/5

tan x = 3/4

300

cos x = √2/2

45, 315

400

214π/3

12,840 degrees

400

cos2x = 1-sin2x

Double Angle

400

sin 120

√3/2

400

csc x = 13/5 

sin x = 5/13

400

sin x =1/2

30, 150

500

714 degrees

119π/30

500

cos(-A) = cos A

Opposite Angle

500

cot 45

√2

500

cot x = 12/8

sec x = 17/12

500

cos x = √3/2

30, 330

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