
Lesson 4.4 Graph of sine and cosine
Presentation
•
Mathematics
•
12th Grade
•
Practice Problem
•
Medium
Najuma Badharudheen
Used 12+ times
FREE Resource
7 Slides • 8 Questions
1
Draw
draw Graph of y=sinx
2
3
4
Multiple Choice
How the graphs of f(x)=cosx and g (x)=5 cosx
5
Multiple Choice
How the graphs of f(x)=cosx and g (x)=-3 cosx
vertical expation with a factor 3
Reflection over x axis
Vertical expansion with Reflection over x-axis
Vertical expansion with Reflection over y-axis
6
Multiple Choice
How the graphs of f(x)=sinx and g (x)=-4 sinx
7
8
9
10
Multiple Choice
Describe how the graphs of f(x)=cosx and g (x)=cos x/2 are related
Period is 4π 1 cycle will complete in 4π
Period is 2π
1 cycle will complete in 2π
11
Multiple Choice
find the period and frequency of y=cos cos (31)x
Period is 6π and frequency is 6π1
Period is 3π and frequency is 3π1
Period is 61π and frequency is 6π
12
13
14
Multiple Choice
State the amplitude, period, frequency, and phase shift of y=sin(3x−2π) Then graph two periods of the function.
amplitude =1
period= 32π
frequency= 2π3
phase shift= 6π
amplitude =none
period= 2π3
frequency= 32π
phase shift=6
amplitude =2
period= 2π3
frequency= 32π
phase shift=0
amplitude =0
period= 2π3
frequency= 32π
phase shift=6
15
Multiple Choice
State the amplitude, period, frequency, and phase shift of y=5sin(3x−2π) +2 Then graph two periods of the function.
amplitude =5
period= 32π
frequency= 2π3
phase shift= 6π
vertical shift =2
amplitude =1
period= 2π3
frequency= 32π
phase shift=6
vertical shift =3
amplitude =5
period= 2π3
frequency= 32π
phase shift=0
vertical shift =3
amplitude =5
period= 2π3
frequency= 32π
phase shift=6
vertical shift =2
draw Graph of y=sinx
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