Question: Show that the following function is a solution to the given ordinary differential equation(ODE):ODE: d2(x)dx2-2(x)=0Solution: (x)=Acosh(x)+Bsinh(x)

Show that the following function is a solution to the given ordinary differential equation(ODE):ODE: d2(x)dx2-2(x)=0Solution: (x)=Acosh(x)+Bsinh(x)

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