Calculate the steady-state levels of capital per effective worker, output per effective worker and consumption per effective

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$Consider the Solow (neoclassical) growth model with aggregate production function ( Y=K^{alpha}(A N)^{1-alpha} ). Each pe$ $begin{tabular}{cc|lll} ( alpha ) & ( 1 / 3 ) & ( g_{A} ) & ( 1.5 % ) ( delta ) & ( 6 % ) & & ( g_{N} )$

Calculate the steady-state levels of capital per effective worker, output per effective worker and consumption per effective worker. Does long-run consumption per effective worker increase? Also calculate the long-run growth rates of output per worker and consumption per worker? Do the long-run growth rates of output per worker and consumption per worker increase? Explain.