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Lesson 13 Amplitude and Midline

Lesson 13 Amplitude and Midline

Assessment

Presentation

Mathematics

8th - 12th Grade

Easy

Created by

Andrew Witczak

Used 1+ times

FREE Resource

12 Slides • 17 Questions

1

Lesson 13 Amplitude and Midline

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13

Multiple Choice

What is the amplitude of

 y=2sin(θ)y=2\sin\left(\theta\right)  ?

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0

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1

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2

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 θ\theta  

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Multiple Choice

What is the midline of

 y=2sin(θ)y=2\sin\left(\theta\right)  ?

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y=0

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y=1

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y=2

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 y=θy=\theta  

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Multiple Choice

What is the amplitude of

 y=cos(θ)5y=\cos\left(\theta\right)-5  ?

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0

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1

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2

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 θ\theta  

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Multiple Choice

What is the midline of

 y=cos(θ)5y=\cos\left(\theta\right)-5  ?

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y=0

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y=-5

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y=2

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 y=θy=\theta  

17

Multiple Choice

What is the amplitude of

 y=1.4sin(θ)+3.5y=1.4\sin\left(\theta\right)+3.5  ?

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3.5

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1.4

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2

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 θ\theta  

18

Multiple Choice

What is the midline of

 y=1.4sin(θ)+3.5y=1.4\sin\left(\theta\right)+3.5  ?

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y=3.5

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y=1.4

3

y=2

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 y=θy=\theta  

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Open Ended

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Multiple Select

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e

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Fill in the Blanks

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Multiple Choice

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Write an equation for the function f that describes the relationship between the angle of rotation and the vertical position of the point P,


 f(θ)f\left(\theta\right)  , in feet.

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 f(θ)=10+20sin(θ)f\left(\theta\right)=10+20\sin\left(\theta\right)  

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 f(θ)=20+10sin(θ)f\left(\theta\right)=20+10\sin\left(\theta\right)  

3

 f(θ)=10+20cos(θ)f\left(\theta\right)=10+20\cos\left(\theta\right)  

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 f(θ)=20+10sin(θ)f\left(\theta\right)=20+10\sin\left(\theta\right)  

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Open Ended

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Multiple Select

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c

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d

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e

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Open Ended

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Open Ended

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Lesson 13 Amplitude and Midline

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