WorksheetsAnalyzing Sine and Cosine Graphs
Total questions: 20
Worksheet time: 42mins
Write the equation for a sine function with an amplitude of 6 and a period of π/4.
y=6 sin(8x)
y=6 sin 8(x-1)
y=6 sin(1/4)x
y=6 sin(x)
The period of a function is
the length of one cycle
how high and low the function goes from the center line
the range of the function
2π
What is an equation of the graph shown?
y=cos(1/2)x
y=cos (2x)
y=sin (1/2) x
y=sin (2x)
What is the period of this function?
4π
2π
π
8π
What word describes the vertical expansion of the graph or the distance between the sinusoidal axis and the maximum or minimum?
Period
Cycle
Axis of Oscillation
Amplitude
What is the equation of the graph?
y = sin x
y = - sin x
y = cos x
y = - cos x
Containing no phase shift, is this a graph of Sine or Cosine?
y=sinx
y=cosx
Containing no phase shift, is this a graph of Sine or Cosine?
y=sinx
y=cosx
What is the equation of this graph?
y = sin (5x)
y = cos (5x)
y = 5 sin x
y = 5 cos x
What is the equation of this graph?
y= -cos(2x)
y= cos(2x)
y= (1/2)cosx
y= (-1/2)cosx
What is the amplitude of
y = -3 sin (7x) - 2
7
-2
3
-3
What is the equation of this graph?
y = sin (5x)
y = cos (5x)
y = 5 sin x
y = 5 cos x
