6.- Integraler - Integrationsegenskaper (Envariabelanalys M)

$$ \int_{5}^{6}( -8x+15) dx = -120\int_{5}^{6}xdx -120\int_{5}^{6}dx $$

$$ \int_{-5}^{5} \left(5x^2+8 \right)dx = 0 $$

$$ \int_{5}^{6}\left( -8x+15 \right) dx = -8\int_{5}^{6}xdx + 15\int_{5}^{6}dx $$

$$ \int_{-5}^{5} \left(5x^2+8 \right)dx = 2 \cdot \int_{0}^{5} \left(5x^2+8 \right)dx $$