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16.01.2024

Formule 13

v_{x} (x) = 10, 038 - 5, 025 x

m_{x} (x) = \int v_{x} dx m_{x, 0} = 10, 038 x - \frac{5, 025}{2} x^{2} m_{x, 0}

m_{x, C} = m_{x} (0, 5) = 4, 167 = \int_{0}^{1} 10, 038 x - \frac{5, 025}{2} x^{2} m_{x, 0} = [\frac{10, 038}{2} x^{2} - \frac{5, 025}{6} x^{3} m_{x, 0} x) 01] = 4, 182 m_{x, 0}

m_{x, 0} = m_{x} (0) = 4, 167 - 4, 182 = - 0, 015 m_{x} {(1)}^{-} = 10, 038 - \frac{5, 025}{2} - 0, 015 = 7, 511

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