📘 vektoranalysis
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Fluss Halbkugel 0927A1
1. **Problemstellung:** Berechnen Sie den Fluss des Vektorfeldes
$$F(x,y,z) = \left(xyz - \sqrt{y^2+1} \cosh(z),\ x^2 + \log(y^2+1) \cos(z),\ x^2 y^2 - \frac{2y \sin(z)}{y^2+1} + z