Function $$g \ h$$ are graphed. Find $$\int_{0}^{5}[g(x)+h(x)] d x$$ ![](https://cdn.mathpix.com/cropped/2022_10_18_4d423283280cf509e46bg-6.jpg?height=698width=1752top_left_y=1328top_left_x=127)

Here, $$\int_0^5[g(x)+h(x)] d x $$ $$=\int_0^5 g(x) d x+\int_0^5 h(x) d x $$ =sum of net areas of $$g(x)$$ and $$h(x)$$ trom $$x=0$$ to $$5$$ $$=4+(-8)=-4$$

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Function $g \ h$ are graphed. Find $\int_{0}^{5}[g(x)+h(x)] d x$

Select all that apply :

$-4$

$-2$

$3$

$0$

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