Question
The direct labor cost of making airplanes decreases with repetition (learning curve). As a result, the cost of manufacturing of airplanes depend on the unit
The direct labor cost of making airplanes decreases with repetition (learning curve). As a result, the cost of manufacturing of airplanes depend on the unit production number (first, fifth, 10th, 50th, etc.). The following data shows the direct labor cost for selected production numbers.
Airplane # (X) | 1 | 8 | 16 | 32 | 64 | 130 | 200 | 300 | 400 | 500 | 600 |
Labor Time (Y) | 7300 | 6500 | 5400 | 5000 | 4500 | 4200 | 4100 | 3500 | 3200 | 3000 | 2800 |
Using Excel graphs, find linear, power, exponential, and logarithmic fits for this dataset. Make sure to include equations and R2 for each fit. Insert all graphs here and select the best model based on R2. Rank the models based on the value of R2. Which model fit is the best?
If an airplane manufacturer charges $150 per hour for direct labor cost, find the total labor hours and labor cost if a small airliner orders 10 airplanes (#700 to 709).
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