translating-Trigonometric-Graphs-Practice-algebra-homework-help
Identify the equation of the midline for the function below?
y = 3sec (Θ – 2) + 3
y = 2
y = -2
y = 3
y = -3
Which of the following functions represents the graph of y = 2 cosΘ translated 90 degrees left and 1 unit down?
y = 2 cos (Θ – 90°) – 1
y = 2 cos (Θ + 90°) – 1
y = 2 cos (Θ – 90°) + 1
y = 2 cos (Θ + 90°) + 1
Which of the following functions represents the graph of y = 3 tanΘ translated 
to the right and 3 units down?
A.  |
B.  |
C.  |
D.  Which of the following functions represents the graph of y = 2 cosΘ translated 90 degrees left and 1 unit down? y = 2 cos (Θ – 90°) – 1
y = 2 cos (Θ + 90°) – 1
y = 2 cos (Θ – 90°) + 1
y = 2 cos (Θ + 90°) + 1 Identify the equation of the midline for the function below.
y = π/2
y = -Ï€/2
y = 4
y = -4
Identify the equation of the midline for the function below? y = 3sec (Θ – 2) + 3 y = 2
y = -2
y = 3
y = -3 |
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