Given a vector field F= R sin 0, a) Compute the total outward flux from...

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Given a vector field F= â R² sin 0, a) Compute the total outward flux from the surface of a sphere with radius equal to unity, and b) Find V.F and verify the divergence theorem; i.e., Sv.Fdv=fF.ds. Note that ds = â R² sin OdOdo and dv= R2 sin OdRd Odo 1 0(R²A) ƏR V.F = == R² Given a vector field F= â R² sin 0, a) Compute the total outward flux from the surface of a sphere with radius equal to unity, and b) Find V.F and verify the divergence theorem; i.e., Sv.Fdv=fF.ds. Note that ds = â R² sin OdOdo and dv= R2 sin OdRd Odo 1 0(R²A) ƏR V.F = == R²

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