Learning Curve Calculator
Calculate learning progress and track efficiency improvement over time using the learning curve formula.
Learning Parameters
Time per unit when quantity doubles (80% = 20% faster)
Learning Curve Formula
Tn = T1 x n^b
b = log(learning rate) / log(2) = -0.322
Time for Unit #10
28.6 min
52.3% faster than first unit
Total Time
379 min
Average Time
37.9 min
Time Saved
221 min
Units to Target
9
Progress by Unit
Unit 1
60.0 min(-0%)
Unit 2
48.0 min(-20%)
Unit 3
42.1 min(-30%)
Unit 4
38.4 min(-36%)
Unit 5
35.7 min(-40%)
Unit 6
33.7 min(-44%)
Unit 7
32.1 min(-47%)
Unit 8
30.7 min(-49%)
Unit 9
29.6 min(-51%)
Unit 10
28.6 min(-52%)
Efficiency Gained
52.3% improvement
From 60 min to 28.6 min per unit
Understanding Learning Curves
Learning Rate Meaning
An 80% learning rate means each time you double your experience, the time per unit drops to 80% of its previous value.
Typical Learning Rates
70-75%: Complex tasks requiring creativity
80-85%: Standard learning tasks
90-95%: Simple repetitive tasks