Graphs of Trigonometric Functions

What is the amplitude of the function $$y=-9\text{sin}(2x+\frac{3\text{π}}{2})+5$$ ?

What is the cosecant function, csc x, in terms of sine?

What is the secant function, sec x, in terms of cosine?

What is the equation of the graph with the function $$y = 5\text{cos}(x)$$ ?

Identify a function with the following properties: Amplitude = 3, Period = $$\frac{\text{π}}{2}$$ , Phase shift = $$\frac{\text{π}}{6}$$ to the right, Vertical shift = 9 down.

What is the period of the function $$y = \text{sin}(kx)$$ ?

How do you find the phase shift of a trigonometric function?

What is the vertical shift in the function $$y = \text{sin}(x) + 3$$ ?

What is the amplitude of the function $$y = -4\text{cos}(x)$$ ?

What is the relationship between sine and cosine functions?