Transformations of Functions

Front

Transformation of y = (x - 4)²

Back

Shift RIGHT

Front

Transformation of y = x² + 4

Back

Shift UP

Front

Compare the function y = 0.3x² to the parent function y = x²

Back

Wider

Front

Compare the function y = 5x² to the parent function y = x². Options: Wider, Narrower

Back

Narrower

Front

How did we transform from the parent function?
y = x² + 2
Options: horizontal shift up, vertical shift up, horizontal shift down, vertical shift down

Back

vertical shift up

Front

In the graph of the function y=x², which describes a vertical shift in the parent function up 5 units? Options: y = x² - 5, y = x² + 5, y = (x - 5)², y = (x + 5)²

Back

y = x² + 5

Front

Match the equation to its description: Reflected over x and stretched by 3, Stretched by 3, Reflected over x, Reflected over x and up 3

Back

Reflected over x and stretched by 3

Front

Equation transformation: Stretched by 4 and up 4, Compressed by 4 and up 4, Stretched by 4 and left 4, Compressed by 4 and left 4

Back

Stretched by 4 and up 4

Front

Match the equation to its description: Right 2 and up 2, Left 2 and up 2, Right 2 and down 2, Left 2 and down 2

Back

Right 2 and up 2

Front

Match the equation to its description: Reflected over x, right 2 and up 1, Reflected over x, left 2 and up 1, Reflected over x, right 2 and down 1, Reflected over x, left 2 and down 1

Back

Reflected over x, right 2 and up 1