The cumulative average-time learning curve can be represented mathematically as: A) ln(percent learning) / ln(2) B) Y = αX^r C) Y = αXr D) α = YX^r

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The cumulative average-time learning curve is a mathematical model that describes the relationship between the time it takes to complete a task and the number of times the task has been performed. The model is based on the assumption that the time it takes to complete a task decreases as the number of times the task is performed increases. The cumulative average-time learning curve can be represented mathematically as Y = αX^r, where Y is the time it takes to complete the task, X is the number of times the task has been performed, α is a constant that represents the initial time it takes to complete the task, and r is a constant that represents the rate at which the time it takes to complete the task decreases as the number of times the task is performed increases.

The Cumulative Average-Time Learning Curve Can Be Represented Mathematically As