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Radians and Degrees
Complementary and Supplementary Angles
Solving for x
Graphs of Functions
Formulas
100
Convert the following to radians: 45*
π/2
100
Find the complement of 56*
34*
100
tan(95*) = x
-11.43
100
Find the amplitude of -5+tan(2x-9)
1
100
Simplify. 2sin46*cos46*
sin92*
200
Convert the following to degrees: 5π/3
300*
200
Find the supplement of 138*
42*
200
cos7π/8
-0.92
200
Find the vertical shift of 7+cos(4π+1/6)
up seven
200
Simplify. sin13*cos192*- cos13*sin192*
sin(-179*)
300
Convert the following to degrees: 3π/10
54*
300
Find the supplement of 3π/7
4π/7
300
csc(132*) =0
1.346
300
Find the horizontal shift of -3-2cot(x+π/3)
π/3
300
Simplify. (tanπ/6+tanπ/4)/1-(tanπ/6)(tanπ/4)
tan(5π/12)
400
Convert the following to radians: 105*
7π/12
400
Find the complement of 2π/5
π/10
400
sin x = 7/8
51.058* or .891
400
Find the period of 4+8sin(6x-π/2)
π/3
400
Simplify. √((1-cos86*)/2)
sin43*
500
Convert the following to radians: 123*
41π/60
500
Find the supplement of 2x
180-2x
500
cot x = 12/19
57.724* or 1.007
500
Find the period of tan(2x+π/2)
π/2
500
Simplify. (1-tan^2 π/5)/(2tanπ/5)
cot2π/5