7.12
In the Neoclassical Growth Model, sustained growth in output per worker relies on rising productivity through technological progress.
The production function is Y = A · F(K, L), where A stands for technology, K is capital, and L is labor. As A improves, the same amount of capital and labor generates more output.
At Agro Farm, technological improvements increase the quality of existing machines, like automated planters and greenhouse sensors help workers produce more without increasing capital.
As capital deepening combines with better technology, output per worker and real wages rise. This helps the economy move beyond stagnation at the steady state.
In the graph, the production curve shifts from APF₁ to APF₂. At point E₁, a given capital per worker yields a specific output. As technology advances, the economy reaches point E₂, producing more per worker.
Even with unchanged capital per worker, the shift to a higher curve increases output. The arrow in the graph shows this rise, from (Q/L₁) to (Q/L₂).
Instead of leveling off, the economy experiences continuous gains in output, wages, and living standards.
In the neoclassical growth model, once capital per worker stops increasing, the only way to keep growing is through better technology. This means find…
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