10th Grade Vertical Shift Quizzes, Questions & Answers

Spark curiosity and test your child’s 10th grade Vertical Shift knowledge with our engaging quizzes! Read more

Vertical Shift Quizzes By Grade

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Sohcahtoa Method Triangle Sides Inverse Tangent Law Of Sines Multi Step Problems Navigation Bearings Principal Values Combination Basics Graphs Of Inverses Reciprocal Ratios Venn Diagram Use Angle Of Elevation Regular Polygons Angle Of Depression Vertical Shift

Top Trending Vertical Shift Quizzes

Write Sinusoidal Equations with Vertical Shifts Quiz

Write Sinusoidal Equations With Vertical Shifts Quiz

Build equations that sit at the right height. You’ll translate specs like “midline at y = −3” or “max at 7, min at −1” into clean sine or cosine formulas with the correct vertical...

Questions: 20 | Attempts: 10 | Last updated: Nov 20, 2025

Sample Question 1
The function y = −2 sin(4x) − 5 is formed by shifting y = −2 sin(4x). What is the shift, and how does it affect amplitude?

Shift up 5; amplitude becomes 3

Shift down 5; amplitude remains 2

Shift up 5; amplitude remains 2

Shift down 5; amplitude becomes 7

Sample Question 2
A cosine function has maximum 12 and minimum 4. What vertical shift produces an equivalent equation of the form y = A cos(Bx) + d relative to y = A cos(Bx)?

Shift up 4

Shift down 8

Shift up 8

Shift down 4

Apply and Interpret Vertical Shifts in Trig Graphs Quiz

Apply And Interpret Vertical Shifts In Trig Graphs Quiz

Turn graphs into stories. You’ll explain what the vertical shift means in context (average temperature, center height, baseline level), compute ranges, and compare models that share shape but sit at different...

Questions: 20 | Attempts: 10 | Last updated: Nov 20, 2025

Sample Question 1
The function y = sin(x) + 4 is a vertical translation of y = sin(x). What is the midline of the new function?

Y = 0

Y = −4

Y = 1

Y = 4

Sample Question 2
The graph of y = cos(x) is shifted down 6 units. Which equation represents the new function?

Y = cos(x) + 6

Y = cos(x) − 6

Y = 6cos(x)

Y = cos(x − 6)