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Find the Average Value of the Function Over the Region f(ϱ,φ,θ)=ϱcosφf ( \varrho , \varphi , \theta ) = \varrho \cos \varphi

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Find the average value of the function over the region.
- f(ϱ,φ,θ) =ϱcosφf ( \varrho , \varphi , \theta ) = \varrho \cos \varphi over the solid lower ball ϱ8,π/2φπ\varrho \leq 8 , \pi / 2 \leq \varphi \leq \pi


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