Convert Radians to Degree and Vice Versa
Sine and Cosine using tables and Graphs
Investigating Sine Parameters
Extra!
100
Convert the Following Radian to Degrees:
35pi/18
350 degrees
100
What are the points that represent: y=3sin2piθ
(0,0) (1/4,3) (1/2,0) (3/4,-3) (1,0)
100
If the Maximum of a Trigonometric Graph is 6 and the Amplitude is 5, then what is the Minimum?
-4
100
What is the period of the following equation:
y=4cos5x
2pi/5
200
Convert the following Degree to a Radian:
560 Degrees
140pi/45
200
What are the points that represent: y=-cos(pi/2)θ
(0,0) (pi,-4) (2pi,0) (3pi,4) (4pi,0)
200
Find the Amplitude of the Graph:
Amplitude: 3
200
What is the minimum value of the following equation:
y=-65cosx+125
Minimum: 60
300
Convert the following Radian to Degrees:
3pi/5
108 Degrees
300
What are the points that represent: y=2sin1/6ø
(0,0) (3pi,2) (6pi,0) (9pi,-2) (12pi,0)
300
Find the Amplitude and the Period of the following Function: y=5cos pi/4 θ
Amplitude: 5
Period: 8
300
What is the Amplitude and Period of this Function:
y=cos 3pi θ
Amplitude: 1
Period: 2/3
400
Convert the following Degree to a Radian:
360 Degrees
2pi
400
What is the equation of the graph?
y=5cosx
400
Find the Amplitude and the Period of the following Function: y=-4cos 1/2 θ
Amplitude: 4
Period: 4pi
400
Convert the following Radian into Degrees:
5pi/6
150 Degrees
500
Convert the Following Radian to Degrees:
107pi/36
535 Degrees
500
What is the equation of the graph?
y=2sin2x
500
Find the Amplitude, Midline, and the Period of the Graph:
Amplitude: 5
Midline: 0
Period: 2
500
Convert the following Radian into Degrees:
7pi/4
315 Degrees