Combining transformations of functions

Combining transformations of functions

Lessons

    • a)
      stretching horizontally by a factor of 2 about the y-axis
    • b)
      stretching vertically by a factor of 35\frac{3}{5} about the x-axis
    • c)
      vertical translation of 7 units up
    • d)
      reflection in the y-axis
    • e)
      horizontal translation of 4 units to the left
    • f)
      reflection in the x-axis

      Write the function for g(x)g(x).
  • 3.
    Use “Coordinate Mapping Formula” to Graph a Transformed Function
    Given the graph of y=f(x)y = f\left( x \right) as shown,
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Combining transformations of functions

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