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(Solved): If K is a constant, show that a general solution of the differential equation dx/dt=kx^2 is given by ...


If K is a constant, show that a general solution of the differential equation dx/dt=kx^2 is given by x(t)=1/(C-kt) where C is an arbitrary constant



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The given differential equation is
  where k is a constant.
The given differential equation is 1st order and in variable separable form.


variable separable form:   , variables are separated.



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