Consider a standard Solow style economy where the aggregate production function is $Y = KN$. Assume no technological progress ($g=0$) and no population growth ($n=0$). Let $\bar K$ and $\bar Y$ be the steady state capital stock and output respectively, $s \in [0,1]$ the saving rate and $\delta \in [0,1]$ the depreciation rate. Find the steady-state capital per worker and output per worker.