Question: This is rational functions. The function that is f(x) is -3x+1/-1x+3. I completed the added, divided, and composed which is:Added: g(x) = -3x/-1x+3 h(x)= 1/-1x+3.

This is rational functions. The function that is f(x) is -3x+1/-1x+3. I completed the added, divided, and composed which is:Added: g(x) = -3x/-1x+3 h(x)= 1/-1x+3. Therefore, g(x) + h(x) = f(x)Divided: g(x) = -3x+1 h(x) = -1x+3. Therefore, g(x)/h(x) = f(x)Composed: g(x) = x+5 h(x) = -3x+16/-1x+8. Therefore, h(g(x)) = f(x)What I was confused on is the "discuss how the features of these functions result in the features of f(x)". My teacher said it's about graphical connections, so we state the features of g(x) and h(x) for each and the explanation is about how they interact to form f(x). What does that mean? Help!

This is rational functions. The function that is
For the function, f(x), you analysed in your \"Unit 2 Portfolio #1" question, determine two functions that could be: 0 added to create f (x) 0 divided to create f (x) o composed to create f (x) Discuss how the features of these functions result in the features of f (x)

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