1-α Suppose that production function is given as Y = KªL¹-a (constant returns to scale Cobb-Douglas formulation). According to Solow growth model steady-state equilibrium condition is derived as; dk/dt=sf(k)-(n+8)k=0 Here; s= saving rate (S/Y), n=constant rate of growth of Labor force: L(t)=L(0)ent 8= constant rate of depreciation of Capital Stock (K); k=K/L (Capital/Labor ratio or Capital per worker); f(k): Per worker production function: y=f(k) or Y/L=f(K/L). f(k)=ka. Per worker production function for Cobb Douglas formulation. If s=0.30, n=0.01, 8-0.09 and a=0.5; find steady-state equilibrium values for capital per worker k=-K/L and output per worker y=Y/L.