sin 30
1/2
cos 30
√3/2
tan 30
√3
sin 60
√3/2
cos 60
1/2
tan 60
√3
sin 45
1/√2
cos 45
1/√2
tan 45
1
sin rule
sin A/a = sin B/b = sin C/c
cosine rule (side)
c^2 = a^2 + b^2 - 2 * a * b * cos C
cosine rule (angle)
cos C = (a^2 + b^2 - c^2)/2 * a * b
Area of a triangle without a right angle
1/2 * a * b * sin C
Quadrant 1 (All)
y = sin Θ
x = cos Θ
y/x = tan Θ
Quadrant 2 (Stations)
sin (180 - Θ) = sin Θ
cos (180 - Θ) = - cos Θ
tan (180 - Θ) = - tan Θ
Quadrant 3 (To)
sin (180 + Θ) = - sin Θ
cos (180 + Θ) = - cos Θ
tan (180 + Θ) = tan Θ
Quadrant 4 (Central)
sin (360 - Θ) = - sin Θ
cos (360 - Θ) = cos Θ
tan (360 - Θ) = - tan Θ
sin (0, 360)
0
sin (90)
1
sin (180)
0
sin (270)
-1
cos (0, 360)
1
tan (0, 360)
0
cos (90)
0