Question: Consider the following ordinary differential equation for function x=x(t) :dxdt=xt(xt)2Using the transformation introduced in the previous question, or otherwise, whichof the following functions gives the

Consider the following ordinary differential equation for function x=x(t) :dxdt=xt(xt)2Using the transformation introduced in the previous question, or otherwise, whichof the following functions gives the general solution of this equation?x=t(3ln(t)C)13 where C is an arbitrary constant of integration.x=-tln(t)x=tC-ln(t) where C is an arbitrary constant of integration.x=tCln(t) where C is an arbitrary constant of integration.

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