$ \left\{\begin{array}{c}C_{1}^{\prime}(x) e^{x}+C^{\prime}{ }_{2}(x)=0 \\ C_{1}^{\prime}(x) e^{x}=e^{2 x}\end{array}\right. $

          \( \left\{\begin{array}{c}C_{1}^{\prime}(x) e^{x}+C^{\prime}{ }_{2}(x)=0 \\ C_{1}^{\prime}(x) e^{x}=e^{2 x}\end{array}\right. \)

${ C1^'(x) e^x+C^'2(x)=0 C1^'(x) e^x=e^2 x .$

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$ \left\{\begin{array}{c}C_{1}^{\prime}(x) e^{x}+C^{\prime}{ }_{2}(x)=0 \\ C_{1}^{\prime}(x) e^{x}=e^{2 x}\end{array}\right. $

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\( \left\{\begin{array}{c}C_{1}^{\prime}(x) e^{x}+C^{\prime}{ }_{2}(x)=0 \\ C_{1}^{\prime}(x) e^{x}=e^{2 x}\end{array}\right. \)