Evaluating Trig
sin (270°)
-1
-30°
30°
(sin^2(x)+cos^2(x))/cot(x)
tan(x)
sin2x+cos²x =
1
π radians
180 degrees
tan(30°)
sqrt(3)/3
770°
50°
tan(x) sin(x)
sec(x)
1-cos²x
sin²x
5π / 6
150
sec(225°)
-sqrt(2)
110°
70°
csc(x)(1-cos^2(x))
sin(x)
1+tan²x
sec²x
120 degrees
2π / 3
cos(5π / 6)
-sqrt(3)/2
345°
15°
csc(x)
1/sin(x)
sec²x-1
tan²x
11π / 6
330 degrees
csc(300°)
-2/sqrt(3); -2sqrt(3)/3
901°
901° is coterminal with 181°. so the reference angle is 1°.
csc(x) cos(x) as a single function
cot(x)
1+cot²x
csc²x
225 degrees
5π /4