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Integrace metodou per partes
Urči metodou per partes hodnotu určitého integrálu \int_{1}^{2}(x \cdot \ln x) \mathrm{d} x.
\int_{1}^{2}(x \cdot \ln x) d x=2 \cdot \ln 2-\frac{1}{2} j=0,64
\int_{1}^{2}(x \cdot \ln x) d x=2 \cdot \ln 3-\frac{3}{4} j=0,64
\int_{1}^{2}(x \cdot \ln x) d x=2 \cdot \ln 2-\frac{3}{4} j=0,64
\int_{1}^{2}(x \cdot \ln x) d x=3 \cdot \ln 2-\frac{3}{4} j=0,64