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Answer:

Describes it:

graph opens up

range y>=0

vertex at (0,0)

increasing (0,infinity)

Doesn't:

symmetric to x-axis

domain x>=0

The characteristics are sorted according to whether or not it describes the parent absolute function.

What is a Parent Absolute Function?

A parent absolute function is a function that comprises an algebraic expression on the side of absolute value symbols.

The following Describes F(x) = Absolute X

  • Graph opens up
  • Range y>=0
  • Vertex at (0,0)
  • Increasing (0,infinity)

Doesn't Describe F(x) = Absolute X

  • Symmetric to the x-axis
  • Domain x>=0

Learn more about Parent absolute function at:

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