Graphing and Transformations of Reciprocal Functions

Which of the following represents the graph below?

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Describe the transformation of the function.

• shift left 3 units

• shift right 3 units

• shift up 3 units

• shift down 3 units

Describe the transformations of the function.

• Shifted right by 4 units

  Shifted down by 7 units

  Stretched Vertically

• Shifted right by 4 units

  Shifted up by 7 units

  Stretched Vertically

• Shifted right by 4 units

  Shifted down by 7 units

  Compressed Vertically

• Shifted left by 4 units

  Shifted down by 7 units

  Compressed Vertically

How is this function transformed from the parent function?

• Translated left 5 and up 1

• Translated right 5 and up 1

• Translated left 5 and down 1

• Translated right 5 and down 1

Describe the transformation of the function.

• shift right by 3 units

• shift left by 3 units

• shift up by 3 units

• shift down by 3 units

Describe the transformations of the function.

• Shift up by 2 units

  Reflected over the x-axis

• Shift down by 2 units

  Reflected over the y-axis

• Shift up by 2 units

  Reflected over the y-axis

• Shift left by 2 units

  Reflected over the x-axis

Describe the transformation of the function.

• Shift left by 2 units

  Compressed vertically

• Shift right by 2 units

  Stretched vertically

• Shift right by 2 units

  Compressed vertically

• Shift down by 2 units

  Compressed vertically

The given graphed function would have a horizontal asymptote at

• x = 0

• y = 0

• x = 2

• y = 2

What is the vertical asymptote of the function?

• x = 2

• x = -2

• x = 0

• x = 1

What is the equation of the graphed function?

• y = (1 / x) + 2

• y = (1 / x) - 2

• y = 1 / (x + 2)

• y = 1 / (x - 2)