5π/4
13π/4 & -3π/4
sin 4π
0
What is the amplitude of this equation?
Y=4cos2x
Answer: 4
−330°
30°
sec(480°)
-2
What is the phase shift of this equation?
y=3sin(x-2)
The Phase shift is none. If you were to move anything at all, it would be a vertical shift of 2.
State if the given angles are coterminal.
Your angles are:
17π/36 & 161π/36
Yes, these are coterminal !
tan 11π/6
-√3/√3
A tangent function has an amplitude of 3, period of π, a transformation of π/2 to the right, and a transformation down 1. What is the equation for this trigonometric function?
y=3tan(x-π/2)-1
Find a positive and a negative coterminal angle for the given angle.
25π/36
97π/36 & -47π/36
sin 690°
-1/2
Graph the following equation.
y=3tan(x + π/2)−2
Find a coterminal angle between 0° and 360°
You will have to complete all 3 correctly to achieve 500 points
1.−435°
2.640°
3.−442°
1.285°
2.280°
3.278°
tan -90°
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Give me the amplitude, phase shift & vertical shift.
y= 1/2 ⋅tan(x − π/2)+1
Amp:1/2
Vert: Up 1
Phase: Right π/2