Explain the concept of steady state growth in the Solow model with appropriate diagram. Show that the golden rule of Phelps is not a steady state.

The Solow model is a classic economic model that describes the growth of an economy over time. The model is named after Robert Solow, who developed the model in the 1950s to explain the long-run economic growth of an economy. The Solow model is based on the idea that economic growth is driven by increases in labor and capital, with technology playing a role in determining the rate of growth.

One important concept in the Solow model is the steady state growth, which refers to a situation in which the economy is growing at a constant rate, with capital per worker and output per worker remaining constant over time. The steady state growth is a long-run equilibrium that is achieved when the rate of capital accumulation is equal to the rate of depreciation, and the growth rate of capital per worker is equal to the growth rate of labor. In this steady state, the capital-labor ratio remains constant, and the economy grows at a constant rate.

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