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As discussed in lecture, the acceleration of a launched roller coaster can be described as dtdv+mfv=mFcexp(t/0) Is this equation homogeneous? Yes. No, as it has

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As discussed in lecture, the acceleration of a launched roller coaster can be described as dtdv+mfv=mFcexp(t/0) Is this equation homogeneous? Yes. No, as it has a forcing function No, as it is nonlinear No, as it cannot be solved by separation of variables As discussed in lecture, the acceleration of a roller coaster can be described as dtdv+mfv=mFoexp(t/0) Can this equation be solved by separation of variables? No, as the equation is not linear. No, as the equation has a forcing function. No, as there is no way to separate the equation so that all the v variables are on the fhs and all the t variables are on the rhis, No, as the function is not hamogenous, Yes, it can be

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