Transforming a function using a parent function

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The discussion centers on transforming the function f(x) = (x^2 + 2x) / (2x + 2) into a known parent function. The original poster is seeking guidance on identifying a suitable base function for this transformation. A suggestion is made to use long division as a method to simplify the function. The poster acknowledges the hint and expresses gratitude, indicating a moment of clarity after prolonged problem-solving. The conversation highlights the importance of recognizing foundational techniques in mathematical transformations.
SwimmingGoat
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Ok, I've been working on a long problem (if you want all the steps I've taken to get to this point, I'll give them to you, but they aren't relevant, and I've done them correctly), and now I'm slightly stuck.

Right now I have f(x)=\frac{x^2+2x}{2x+2}. The current problem asks me if the graph can be defined as a transformation of some base function whose graph we already know. I'm having a hard time coming up with a parent function/graph that will help me transform to this equation. Any ideas or thoughts? I thought of doing the reciprocal 1/x, but the degree in the numerator is larger than the denominator...

Thank you in advance!
 
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Hi SwimmingGoat! :smile:

Hint: long division? :wink:
 
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aha! Thank you! I knew I was missing an obvious place to start. This is what happens when I do math for three hours straight...
 

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