Assignment 9 (16 Points) Name: (first name, middle name, last name) Learning Curve Analysis Example: 60% Learning Curve #Units in Current Cumulative #Units Average Time per Total Time for Time for Current Average Time per Unit for Cumulative Cumulative Units Batch Unit in Current Units Batch 1 200 2001 - 200 200 200-1200 1 +1 -2 2006 - 120 120 2 - 240 240 - 200 - 40 40+1 -40 2 1 + 1 +2 - 4 120.672 724-288 288-240-48 48-2-24 4 1+1 +2 +4 - 72.643.2 43.2 x 8-3456 345.6-288 - 57.6 $7.6 -4 -144 43.2.6 -25.92 25.92 16-414.72 414.72 - 345.6 69.12 -8 -2.64 16 69.12 Batch 8 . Every next batch (production run) doubles 'cumulative # units' from 1 to 2, from 2 to 4, from 4 to 8, and from 8 to 16. Average time per unit for cumulative # units' decreases by multiplying by 6 every time production is doubled. Total time for cumulative # units' is the product of cumulative # units' and average time per unit for cumulative # units. Time for current batch' is current total time for cumulative #units' minus previous total time for cumulative #units. Average time per unit in current batch' is time for current batch' divided by # units in current batch. Fill out the table below as in the example for 60% learning curve. 70% Learning Curve #Units in Current Cumulative # Units Average Time per Total Time for Time for Current Batch Unit for Cumulative Cumulative Units Batch Units 1 200 2001-200 1 + 1 - 1 1+1+2-4 1+1+2+4- 1+1+2+4+ 16 Average Time per Umit in Current Batch 2001 - 200 2 8