An agricultural cooperative plans to train 200 farm workers. Each training costs ₹1,200 per worker. After training, each worker’s daily production increases from 40 to 48 units. Each unit of produce is sold at ₹8. Calculate: (a) the total annual cost of the training program; (b) the annual increase in revenue generated by the cooperative; (c) the simple payback period in years.
Answer
₹240,000; ₹4,672,000; 0.05 years
The correct answer is ₹240,000; ₹4,672,000; 0.05 years — Compute payback period: cost ÷ revenue increase = ₹240,000 ÷ ₹4,672,000 = 0.0514 years ≈ 0.05 years. (Payback).
Step-by-step solution
- Compute total cost: 200 × ₹1,200 = ₹240,000. (Annual cost)
- Compute daily increase per worker: 48 – 40 = 8 units. (Daily increase)
- Compute annual increase per worker: 8 × 365 = 2,920 units. (Annual increase)
- Compute total annual increase: 2,920 × 200 = 584,000 units. (Total increase)
- Compute revenue increase: 584,000 × ₹8 = ₹4,672,000. (Revenue)
- Compute payback period: cost ÷ revenue increase = ₹240,000 ÷ ₹4,672,000 = 0.0514 years ≈ 0.05 years. (Payback).
Common mistake: Ignoring daily to annual conversion or miscomputing revenue
Concept tested: Return on training investment
Published · How this solution was prepared and checked
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