Other Math Archive: Questions from August 03, 2023
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Dada la siguiente ecuación diferencial: y"(t) + 5y'(t) + 6y(t) = −4x(t) - 3x' (t) y(0) = -1,y'(0) = 5,x(t) = e-tu(t) (a) Resuelva la ecuación diferencial mediante la transformada de Laplace y obte
Dada la siguiente ecuación diferencial: \[ \begin{array}{c} y^{\prime \prime}(t)+5 y^{\prime}(t)+6 y(t)=-4 x(t)-3 x^{\prime}(t) \\ y(0)=-1, y^{\prime}(0)=5, x(t)=e^{-t} u(t) \end{array} \] (a) Resuel2 answers -
Find the derivative of the following function. \[ y=5-7 \cdot e^{\left(-x^{6}\right)} \] a. \[ y^{\prime}=42 \cdot x^{5} \cdot e^{\left(-x^{6}\right)} \] b. \[ y^{\prime}=7 \cdot e^{\left(-x^{6}\right2 answers -
2 answers
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2 answers
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QUESTION 14 Find \( \frac{d p}{d q} \) if \( p=\ln \left(\frac{7 q^{2}-6}{q}\right) \). a. \( \frac{6 q^{2}+7}{q\left(7 q^{2}-6\right)} \) b. \( \frac{6 q^{2}+7}{7 q^{2}-6} \) c. \( \frac{14 q+6}{q\le2 answers