Transformation of Rational Function

Which is the graph of the rational equation:

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A rational function in the form shown has

• x= h as its horizontal asymptote and y=k as its vertical asymptote

• x=h as its vertical asymptote and y=k as its horizontal asymptote

• x = -h as its horizontal asymptote and y=k as its vertical asymptote

• x = -h as its vertical asymptote and y=k as its horizontal asymptote

• Not sure what an asymptote is but I feel none of the answers listed are correct

• Vertical stretch by factor of 5

• Vertical compress by a factor of 5

• Translation 5 units to the right

• Translation 5 units to the left

• Translation 5 units up

What is the domain and range for the following rational function?

• Domain: All real numbers except -1

  Range: All real numbers except 2/3

• Domain: All real numbers except -1

  Range: All real numbers except -3/2

• Domain: All real numbers except 2/3

  Range: All real numbers except -1

• Domain: All real numbers except -2/3

  Range: All real numbers except -1

• Domain: All real numbers except 4/3

  Range: All real numbers except 1

• Shifted up by 5

• Stretched by a factor of 5

• Compressed by a factor of 5

• Shifted right by 5

• Stretch of 2 and Left 1

• Compression of 2 and Left 1

• Stretch of 2 and Right 1

• Compression of 2 and Right 1

What is the horizontal asymptote?

• x = 2

• y = 2

• x =-2

• y=-2

What is the horizontal asymptote for f\left(x\right)=\frac{-3}{x}+2

• x = -3

• x = 0

• y = 2

• y = -2

What information would help you determine the vertical asymptote? (Check all that apply)

• The value of x that makes the denominator equal to zero

• The "h" value

• The "k" value

• The range

• The domain