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The Unit Circle (Trig. Functions)
Random
Miscellaneous
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Can you name the The Unit Circle (Trig. Functions)?
by
Eroxxx
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How to Play
Click the green button to start and enter the correct answers below
To type square root value write "root" before answer. No approximated answers (decimals). Example: root3/2
Score
0
/51
ll
Timer
15:00
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Average Score:
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Full Results
Radians/ Degrees
Extact Values
Sine 0
Sine 30 ( π/6)
Sine 45 ( π/4)
Sine 60 ( π/3)
Cosine 0
Cosine 30 ( π/6)
Cosine 45 ( π/4)
Cosine 60 ( π/3)
Tangent 0
Tangent 30 ( π/6)
Tangent 45 ( π/4)
Tangent 60 ( π/3)
Sine 90 ( π/2)
Radians/ Degrees
Extact Values
Cosine 90 ( π/2)
Tangent 90 ( π/2)
Sine 120 ( 2π/3)
Sine 135 (3π/4)
Sine 150 (5π/6)
Cosine 120 ( 2π/3)
Cosine 135 (3π/4)
Cosine 150 (5π/6)
Tangent 120 ( 2π/3)
Tangent 135 (3π/4)
Tangent 150 (5π/6)
Sine 180 (π)
Cosine 180 (π)
Radians/ Degrees
Extact Values
Tangent 180 (π)
Sine 210 (7π/6)
Sine 225 (5π/4)
Sine 240 (4π/3)
Cosine 210 (7π/6)
Cosine 225 (5π/4)
Cosine 240 (4π/3)
Tangent 210 (7π/6)
Tangent 225 (5π/4)
Tangent 240 (4π/3)
Sine 270 (3π/2)
Consine 270 (3π/2)
Tangent 270 (3π/2)
Radians/ Degrees
Extact Values
Sine 300 (5π/3)
Sine 315 (7π/4)
Sine 330 (11π/6)
Cosine 300 (5π/3)
Cosine 315 (7π/4)
Cosine 330 (11π/6)
Tangent 300 (5π/3)
Tangent 315 (7π/4)
Tangent 330 (11π/6)
Sine 360 (2π)
Cosine 360 (2π)
Tangent 360 (2π)
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Created Nov 24, 2010
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Tags:
circle
,
degree
,
function
,
radian
,
The Unit
,
trig
,
unit
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