On an ordinary graph, unit times for a learning curve decrease at a decreasing rate, but on a log-log graph, the learning "curve" appears as a straight line.

Question

Quizplus · Accepted Answer

On a log-log graph, the logarithmic transformation applies to both the x-axis (time) and the y-axis (performance), resulting in a straight line that represents a power-law relationship between the two variables. This means that the rate of improvement is constant and not decreasing, as it would appear on a regular graph.

On an Ordinary Graph, Unit Times for a Learning Curve