Use the graphs of $f$ and $g$, shown below, to graph $h ( x ) = ( f + g ) ( x )$.

Name: Use the graphs of $f$ and $g$, shown below, to graph $h ( x ) = ( f + g ) ( x )$.
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To graph $h(x) = (f+g)(x)$, we need to add the corresponding y-values of $f$ and $g$. For example, when $x=-2$, we have $f(-2)=-1$ and $g(-2)=2$, so $(f+g)(-2)=-1+2=1$. Similarly, we can compute the values of $h(x)$ for other values of $x$ and get the following graph:
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Use the Graphs Of fff And ggg , Shown Below, to Graph h(x)=(f+g)(x)h ( x ) = ( f + g ) ( x )h(x)=(f+g)(x)

Use the Graphs Of $f$ And $g$ , Shown Below, to Graph $h ( x ) = ( f + g ) ( x )$