  In this note an assessment of the condition \(K_w/K=S_w/S\) is made to
interpret its meaning to the Passineti's theory of
distribution\cite{pasinetti1962rate}. This condition leads the theory to
enforce the result \(s_w\rightarrow0\) as \(P_w\rightarrow 0\), which is the
Pasinetti's description about behavior of the workers. We find that the
Pasinetti's claim, of long run worker's propensity to save as not influencing
the distribution of income between profits and the wage can not be generalized.
This claim is found to be valid only when \(W>>P_w\) or \(P_w=0\) with
\(W\ne0\). In practice, the Pasinetti's condition imposes a restriction on the
actual savings by one of the agents to a lower level compared to its full
saving capacity. An implied relationship between the propensities to save by
workers and capitalists shows that the Passineti's condition can be practiced
only through a contract for a constant value of \(R=s_w/s_c\), to be agreed
upon between the workers and the capitalists. It is showed that the Passineti's
condition can not be described as a dynamic equilibrium of economic growth.
Implementation of this condition (a) may lead to accumulation of unsaved
income, (b) reduces growth of capital, (c)is not practicable and (d) is not
warranted. We have also presented simple mathematical steps for the derivation
of the Pasinetti's final equation compared to those presented in
\cite{pasinetti1962rate}
