I know that the standard form of a second-order transfer function is as follows, $$ T(S) = \frac{\omega_n^2}{S^2+2\zeta\omega_nS+\omega_n^2} $$
Now I have two transfer functions $$ F(S) = \frac{25}{S^2+2S+25} $$ $$ G(S) = \frac{25+3S}{S^2+5S+25} $$
F(S) is clearly 2nd order and I can calculate natural frequency and damping ration by comparing it with standard form. But is G(S) second order? If yes, How can I calculate the damping ratio and natural frequency of it?