ANSWER
1 Output - Input Ratio | |||||
F1 | Current | ||||
Material | 20,000/70,000 | 28.57% | 20,000/80,000 | 25% | |
Labor | 20,000/38,000 | 52.63% | 20,000/40,000 | 50% | |
Does this represent a productivity improvement over the current use of inputs? | |||||
Yes | |||||
What is the total dollar value of the improvement? $ | |||||
F1 | Current | $ Improvement | |||
Mat (Mat*10) | 700,000 | 800,000 | 100,000 | ||
Lab (Hour*15) | 570,000 | 600,000 | 30,000 | ||
Total | 1,270,000 | 1,400,000 | 130,000 | ||
Technical Efficiency | |||||
2. Output-Input Ratio | |||||
F2 | Current | ||||
Material | 20000/84,600 | 23.64% | 20000/80,000 | 25% | |
Labor | 20000/33,600 | 59.52% | 20000/40,000 | 50% | |
700,000 | 800,000 | ||||
570,000 | 600,000 | ||||
Does this represent a productivity improvement over the current use of inputs? | |||||
Yes | |||||
F2 has LOWER productivity for materials and HIGHER productivity for labor. | |||||
3. Compute the cost of producing 24,000 units of output using Combination F1. $ | |||||
F1 | F2 | Diff | |||
Mat (Mat*8) | 700,000 | 846,000 | 146,000 | ||
Lab (Hour*12) | 570,000 | 403200 | -166,800 | ||
Total | 1,270,000 | 1,249,200 | -20,800 | ||
YES |
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