Mathematics, 14.07.2020 02:01, milkshakegrande101
Solve the equation. dx/dt =3/xet +9x An implicit solution in the form F(t. x)C, where C is an arbitrary constant.
Answers: 2
![\int xe^{9x} dx = \int \frac{3}{e^{t}} dt \\\frac{e^{9x}}{9}(x) - \int \left [ \frac{e^{9x}}{9} \right]dx = -3e^{-t} + C \\](/tpl/images/0705/1204/6f51e.png)
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Solve the equation. dx/dt =3/xet +9x An implicit solution in the form F(t. x)C, where C is an arbitr...
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