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(Solved): The graph of \( f \) consists of line segments and a semicircle, as shown in the figure. Evaluate ...



The graph of \( f \) consists of line segments and a semicircle, as shown in the figure. Evaluate each definite integral by u(f) \( \quad \int_{-4}^{6}[f(x)+2] d x \)
\[
2 \pi+11
\]

The graph of \( f \) consists of line segments and a semicircle, as shown in the figure. Evaluate each definite integral by using geometric formulas. (f) \( \quad \int_{-4}^{6}[f(x)+2] d x \) \[ 2 \pi+11 \]


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we know ?abf(x)dx= area under the graph f(x) and x axis from a to b , it will be positive above x axis and negative below x axis
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