Sinusoidal Function Parameters (4 Params) - Function to Parameters (Level 1)

Sinusoidal Function Parameters (4 Params) - Function to Parameters

What are the period, amplitude, vertical shift, and phase shift of this sinusoidal function?

$A LaTex expression showing f(x) = -3 over 5 \sin (6 over 5 Pi x+3 over 2 )+6 over 11$

a $A LaTex expression showing \text{Amplitude } = 3 over 5 \\\text{Period } = 10 over 6 \\\text{Phase Shift } = -3 over 2 \text{ right} \\\text{Vertical Shift } = 6 over 11 \\$

b $A LaTex expression showing \text{Amplitude } = 3 over 5 \\\text{Period } = 10 over 6 \\\text{Phase Shift } = 3 over 2 \text{ left} \\\text{Vertical Shift } = 6 over 11 \\$

c $A LaTex expression showing \text{Amplitude } = 3 over 5 \\\text{Period } = 10 over 6 \\\text{Phase Shift } = 3 over 2 Pi \text{ left} \\\text{Vertical Shift } = 6 over 11 \\$

d $A LaTex expression showing \text{Amplitude } = 3 over 2 \\\text{Period } = 10 over 6 \\\text{Phase Shift } = -3 over 5 \text{ right} \\\text{Vertical Shift } = 6 over 11 \\$

What are the vertical shift, period, amplitude, and phase shift of this sinusoidal function?

$A LaTex expression showing f(x) = 3 over 7 \cos (5 over 2 Pi x+6 over 7 Pi )+3 over 11$

a $A LaTex expression showing \text{Amplitude } = 3 over 7 \\\text{Period } = 4 over 5 \\\text{Phase Shift } = 6 over 7 Pi \text{ left} \\\text{Vertical Shift } = 3 over 11 \\$

b $A LaTex expression showing \text{Amplitude } = 3 over 7 \\\text{Period } = 4 over 5 \\\text{Phase Shift } = 3 over 11 Pi \text{ left} \\\text{Vertical Shift } = 6 over 7 \\$

c $A LaTex expression showing \text{Amplitude } = 5 over 2 \\\text{Period } = 14 over 3 \\\text{Phase Shift } = 6 over 7 Pi \text{ left} \\\text{Vertical Shift } = 3 over 11 \\$

d $A LaTex expression showing \text{Amplitude } = 3 over 7 \\\text{Period } = 4 over 5 \\\text{Phase Shift } = 6 over 7 \text{ left} \\\text{Vertical Shift } = 3 over 11 \\$

What are the amplitude, phase shift, period, and vertical shift of this sinusoidal function?

$A LaTex expression showing f(x) = -8 over 11 \cos (8 over 5 x+7 over 5 Pi )+8 over 3$

a $A LaTex expression showing \text{Amplitude } = 7 over 5 \\\text{Period } = 10 Pi over 8 \\\text{Phase Shift } = -8 over 11 Pi \text{ right} \\\text{Vertical Shift } = 8 over 3 \\$

b $A LaTex expression showing \text{Amplitude } = 8 over 11 \\\text{Period } = 6 Pi over 8 \\\text{Phase Shift } = 7 over 5 Pi \text{ left} \\\text{Vertical Shift } = 8 over 5 \\$

c $A LaTex expression showing \text{Amplitude } = 8 over 11 \\\text{Period } = 10 Pi over 8 \\\text{Phase Shift } = 7 over 5 Pi \text{ left} \\\text{Vertical Shift } = 8 over 3 \\$

d $A LaTex expression showing \text{Amplitude } = 8 over 11 \\\text{Period } = 10 Pi over 7 \\\text{Phase Shift } = 8 over 5 Pi \text{ left} \\\text{Vertical Shift } = 8 over 3 \\$

What are the phase shift, amplitude, vertical shift, and period of this sinusoidal function?

$A LaTex expression showing f(x) = -2 over 3 \sin (3 over 5 x+3 over 7 )+7 over 5$

a $A LaTex expression showing \text{Amplitude } = 2 over 3 \\\text{Period } = 10 Pi over 3 \\\text{Phase Shift } = -3 over 7 \text{ right} \\\text{Vertical Shift } = 7 over 5 \\$

b $A LaTex expression showing \text{Amplitude } = 3 over 5 \\\text{Period } = 6 Pi over 2 \\\text{Phase Shift } = -3 over 7 \text{ right} \\\text{Vertical Shift } = 7 over 5 \\$

c $A LaTex expression showing \text{Amplitude } = 2 over 3 \\\text{Period } = 10 Pi over 3 \\\text{Phase Shift } = 3 over 7 \text{ left} \\\text{Vertical Shift } = 7 over 5 \\$

d $A LaTex expression showing \text{Amplitude } = 2 over 3 \\\text{Period } = 10 Pi over 3 \\\text{Phase Shift } = 7 over 5 \text{ left} \\\text{Vertical Shift } = -3 over 7 \\$

What are the vertical shift, period, amplitude, and phase shift of this sinusoidal function?

$A LaTex expression showing f(x) = 4 over 11 \sin (7 over 3 x+6 over 3 Pi )+7 over 5$

a $A LaTex expression showing \text{Amplitude } = 6 over 3 \\\text{Period } = 6 Pi over 7 \\\text{Phase Shift } = 4 over 11 Pi \text{ left} \\\text{Vertical Shift } = 7 over 5 \\$

b $A LaTex expression showing \text{Amplitude } = 4 over 11 \\\text{Period } = 6 Pi over 7 \\\text{Phase Shift } = 6 over 3 Pi \text{ left} \\\text{Vertical Shift } = 7 over 5 \\$

c $A LaTex expression showing \text{Amplitude } = 4 over 11 \\\text{Period } = 6 Pi over 7 \\\text{Phase Shift } = 6 over 3 \text{ left} \\\text{Vertical Shift } = 7 over 5 \\$

d $A LaTex expression showing \text{Amplitude } = 4 over 11 \\\text{Period } = 6 Pi over 7 \\\text{Phase Shift } = -6 over 3 Pi \text{ right} \\\text{Vertical Shift } = 7 over 5 \\$

What are the period, amplitude, phase shift, and vertical shift of this sinusoidal function?

$A LaTex expression showing f(x) = -5 over 7 \sin (3 over 7 x+6 over 2 Pi )+6 over 3$

a $A LaTex expression showing \text{Amplitude } = 5 over 7 \\\text{Period } = 6 Pi over 6 \\\text{Phase Shift } = 6 over 2 Pi \text{ left} \\\text{Vertical Shift } = 3 over 7 \\$

b $A LaTex expression showing \text{Amplitude } = 5 over 7 \\\text{Period } = 4 Pi over 6 \\\text{Phase Shift } = 3 over 7 Pi \text{ left} \\\text{Vertical Shift } = 6 over 3 \\$

c $A LaTex expression showing \text{Amplitude } = 3 over 7 \\\text{Period } = 14 Pi over 5 \\\text{Phase Shift } = 6 over 2 Pi \text{ left} \\\text{Vertical Shift } = 6 over 3 \\$

d $A LaTex expression showing \text{Amplitude } = 5 over 7 \\\text{Period } = 14 Pi over 3 \\\text{Phase Shift } = 6 over 2 Pi \text{ left} \\\text{Vertical Shift } = 6 over 3 \\$

What are the vertical shift, amplitude, phase shift, and period of this sinusoidal function?

$A LaTex expression showing f(x) = 7 over 2 \sin (8 over 3 Pi x+5 over 2 Pi )+6 over 3$

a $A LaTex expression showing \text{Amplitude } = 7 over 2 \\\text{Period } = 6 over 8 \\\text{Phase Shift } = 5 over 2 Pi \text{ left} \\\text{Vertical Shift } = 6 over 3 \\$

b $A LaTex expression showing \text{Amplitude } = 7 over 2 \\\text{Period } = 6 Pi over 8 \\\text{Phase Shift } = 5 over 2 Pi \text{ left} \\\text{Vertical Shift } = 6 over 3 \\$

c $A LaTex expression showing \text{Amplitude } = 7 over 2 \\\text{Period } = 6 over 8 \\\text{Phase Shift } = 5 over 2 \text{ left} \\\text{Vertical Shift } = 6 over 3 \\$

d $A LaTex expression showing \text{Amplitude } = 6 over 3 \\\text{Period } = 6 over 8 \\\text{Phase Shift } = 5 over 2 Pi \text{ left} \\\text{Vertical Shift } = 7 over 2 \\$

What are the phase shift, period, vertical shift, and amplitude of this sinusoidal function?

$A LaTex expression showing f(x) = -4 over 7 \cos (3 over 11 Pi x+4 over 5 )+2 over 5$

a $A LaTex expression showing \text{Amplitude } = 3 over 11 \\\text{Period } = 14 over 4 \\\text{Phase Shift } = 4 over 5 \text{ left} \\\text{Vertical Shift } = 2 over 5 \\$

b $A LaTex expression showing \text{Amplitude } = 2 over 5 \\\text{Period } = 22 over 3 \\\text{Phase Shift } = 4 over 5 \text{ left} \\\text{Vertical Shift } = -4 over 7 \\$

c $A LaTex expression showing \text{Amplitude } = 4 over 7 \\\text{Period } = 22 over 3 \\\text{Phase Shift } = 4 over 5 \text{ left} \\\text{Vertical Shift } = 2 over 5 \\$

d $A LaTex expression showing \text{Amplitude } = 4 over 7 \\\text{Period } = 10 over 4 \\\text{Phase Shift } = 3 over 11 \text{ left} \\\text{Vertical Shift } = 2 over 5 \\$

Sinusoidal Function Parameters (4 Params) - Function to Parameters

Sinusoidal Function Parameters (4 Params) - Function to Parameters Worksheet