Find the average value of the function $f ( x )$ in the interval $[ - \pi , \pi ]$.
$$f ( x ) = \sin ^ { 6 } x \cos ^ { 5 } x$$

Name: Find the average value of the function $f ( x )$ in the interval $[ - \pi , \pi ]$. \[f ( x ) = \sin ^ { 6 } x \cos ^ { 5 } x\]
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The Answer of Find the average value of the function $f ( x )$ in the interval $[ - \pi , \pi ]$.
$$f ( x ) = \sin ^ { 6 } x \cos ^ { 5 } x$$

Find the Average Value of the Function f(x)f ( x )f(x)

Find the Average Value of the Function $f ( x )$