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138 Cards in this Set

  • Front
  • Back
O degree
0 radian
30 deg.
π/6 Radian
Ref 30
45 deg.
π/4 Radian
Ref 45
60 deg.
π/3 Radian
Ref 60
90 deg.
π/2 Radian
120 deg.
2π/3 Radian
Ref 60
135 deg.
3π/4 Radian
Ref 45
150 deg.
5π/6 Radian
Ref 30
180 deg.
π Radian
210 deg.
7π/6 Radian
Ref 30
225 deg.
5π/4 Radian
Ref 45
240 deg.
4π/3 Radian
Ref 30
270 deg.
3π/2 Radian
300 deg.
5π/3 Radian
Ref 60
315 deg.
7π/4 Radian
Ref 45
330 deg.
11π/6 Radian
Ref 30
360 deg.
2π Radian
Sin 0
0
Cos 0
1
Tan 0
0
Csc 0
Undefined
Sec 0
1
Cot
Undefined
Sin 30
1/2
Cos 30
√3/2
Tan 30
1/√3
Csc 30
2
Sec 30
2/√3
Cot 30
√3
sin 45
1/√2
Cos 45
1/√2
Tan 45
1
Csc 45
√2
Sec 45
√2
Cot 45
1
Sin 60
√3/2
Cos 60
1/2
Tan 60
√3
Csc 60
2/√3
Sec 60
2
Cot 60
1/√3
Sin 90
1
Cos 90
0
Tan 90
Undefined
Csc 90
1
Sec 90
Undefined
Cot 90
0
Sin 120
√3/2
Cos 120
-1/2
Tan 120
-√3
Csc 120
2√3
Sec 120
-2
Cot 120
-1/√3
Sin 135
1/√2
Cos 135
-1/√2
Tan 135
-1
Csc 135
√2
Sec 135
-√2
Cot 135
-1
Sin 150
1/2
Cos 150
-√3/2
Tan 150
-1/√3
Csc 150
2
Sec 150
-2/√3
Cot 150
-√3
Sin 180
0
Cos 180
-1
Tan 180
0
Csc 180
Undefined
Sec 180
-1
Cot 180
Undefined
Sin 210
-1/2
Cos 210
-3/√2
Tan 210
1/√3
Csc 210
-2√
Sec 210
-2√/3
Cot 210
√3
Sin 225
-1/√2
Cos 225
-1/√2
Tan 225
1
Csc 225
-2√
Sec 225
-2√
Cot 225
1
Sin 240
-√3/2
Cos 240
-1/2
Tan 240
√3
Csc 240
-2√3
Sec 240
-2
Cot 240
1/√3
Sin 270
-1
Cos 270
0
Tan 270
Undefined
Csc 270
-1
Sec 270
Undefined
Cot 270
0
Sin 300
-√3/2
Cos 300
1/2
Tan 300
-√3
Csc 300
-2√3
Sec 300
2
Cot 300
-1/√3
Sin 315
-1/√2
Cos 315
1/√2
Tan 315
-1
Csc 315
-√2
Sec 315
√2
Cot 315
-1
Sin 330
-1/2
Cos 330
√3/2
Tan 330
-1/√3
Csc 330
-2
Sec 330
2/√3
Cot 330
-√3
Sin 360
0
Cos 360
1
Tan 360
0
Csc 360
Undefined
Sec 360
1
Cot 360
Undefined
Q1
All positive
Ref = Itself
Q2
Sin & Csc positive
Ref = 180 - Ɵ
Q3
Tan & Cot positive
Ref = Ɵ - 180
Q4
Cos & Sec positive
Ref = 360 - Ɵ
Sin
opposite/
hypotenuse
Cos
adj/
hyp
Tan
opp/
adj
Csc
hyp/opp
Sec
hyp/adj
Cot
adj/opp
The complement of Ɵ
90 - Ɵ
The supplement of Ɵ
180 - Ɵ
Sin Ɵ complement
cos of its complement (90-Ɵ)
Cos Ɵ complement
Sin of it complement (90-Ɵ)
Sin Ɵ supplement
Sin (180-Ɵ)
Cos Ɵ supplement
Cos (180-Ɵ)
Sin(-Ɵ)
-sinƟ
Cos(-Ɵ)
-CosƟ
An angle in Radians
L/R
length of arc/ radius