Question: When a learning curve is plotted on a rectangular coordinates graph, the curve appears to level off. But when the curve is plotted on a

When a learning curve is plotted on a rectangular coordinates graph, the curve appears to level off. But when the curve is plotted on a logarithmic graph, it appears that the improvements can go on forever. How do you account for the difference? Can the improvements occur indefinitely? If not, what factors could limit continuous improvement?

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