Algebra II; transformed parent graph; please urgent!!!

callmelexis

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ok, the question asks.



[attachment=0:3uvaxz4x]help.png[/attachment:3uvaxz4x]

^^^thats what the problem looks like, if my explaining is overrated
 

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Hello, callmelexis!

Describe how the function has been transformed from: y=1x\displaystyle \text{Describe how the function has been transformed from: }\,y \,=\,\frac{1}{x}

. . . y=6x22x+4\displaystyle y \:=\:\frac{-6x-22}{x+4}

Dividing, we have: y  =  2x+46\displaystyle \text{Dividing, we have: }\:y \;=\;\frac{2}{x+4} - 6


We know the graph of y1=1x\displaystyle \text{We know the graph of }\,y_1 \:=\:\frac{1}{x}

The graph of y2=1x+4 is y1 moved 4 units to the left.\displaystyle \text{The graph of }\:y_2 \:=\:\frac{1}{x+4}\:\text{ is }y_1\text{ moved 4 units to the left.}

The graph of y3=2x+4 is y2 dilated by a factor of 2.\displaystyle \text{The graph of }\:y_3 \:=\:\frac{2}{x+4}\:\text{ is }y_2\text{ dilated by a factor of 2.}

The graph of y=2x+46 is y3 lowered 6 units.\displaystyle \text{The graph of }\:y \:=\:\frac{2}{x+4}-6\:\text{ is }y_3\text{ lowered 6 units.}

 
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