Hello!

I have a problem with solving of my differential equation second order. Whenever I Try to draw a plot of it I have this "Warning, cannot evaluate the solution past the initial point, problem may be complex, initially singular or improperly set up".

All "A", "B", "C", "K" and V₀ are constants which can be any number except V ₀  which is only a positive number.

restart;
v[0] := 500; C[0] := 1; B[0] := 1; K[1] := 1; C[1] := 1; K[2] := 1; C[2] := 1; eqn := x(t) = v[0]*t-C[0]*B[0]*K[1]*C[1]*(D(x))(t)*t^2/(1+C[0]*x(t))^2-C[0]*B[0]*K[2]*C[2]*(C[0]*x(t)*((D@@2)(x))(t)-2*C[0]*(D(x))(t)^2)/(1+C[0]*x(t))^3;
sln := dsolve({eqn, x(0) = 0, (D(x))(0) = 500}, numeric);
plots[odeplot](sln, t = 0 .. 1);