Final value theorem for transfer functions with more than one pole at origin
Unless there's some qualification of the statement, it's incorrect. I can give an example (of many!) where it does work: \$\frac{1}{ s^2} \rightarrow t\$ has a final value of \$\infty\$, which is the same as limit\$\frac{1}{s},\: \small s\rightarrow 0\$