Answered

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Given the coordinate transformation f(x, y) = (3x, -y) and the domain (0,5), (8, -1)
and (-6, 4), what is the range?

Given The Coordinate Transformation Fx Y 3x Y And The Domain 05 8 1 And 6 4 What Is The Range class=

Sagot :

abidemiokin

The range of the function will be (0, -5), (24, 1),  (-18, -4)

Domain and Range

These are the input and output values for which a function exists.

  • Given the function coordinate f(x, y) = (3x, -y)

If the domain of the function is (0,5), (8, -1) and (-6, 4), the range of the function will be expressed as:

  • f(0, 5) = (3(0), -5) = (0, -5)
  • f(8,-1) = 3(8), -(-1)) = (24, 1)
  • f(-6, 4) = (3(-6), -4) = (-18, -4)

Hence the range of the function will be (0, -5), (24, 1),  (-18, -4)

Learn more on domain and range here: https://brainly.com/question/10197594

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