Meera runs a successful home-based pickle business in a semi-urban cluster. She currently produces 200 jars/month using family labor and local women helpers, earning ₹60,000 monthly profit. Demand has surged to 800 jars/month. A consultant proposes two options:
Option A: Rent a factory shed (₹40,000/month), hire 4 skilled workers (₹15,000 each), and buy automated equipment (₹3 lakh one-time). Output: 900 jars/month. Quality consistency improves by 30%, but local women lose income. Fixed costs rise to ₹1 lakh/month.
Option B: Train 10 additional local women as micro-entrepreneurs. Provide them recipes and quality checklists. Pay ₹50/jar for production. No fixed cost increase. Max output: 750 jars/month. Quality variance increases by 15%, but community goodwill strengthens and brand story enhances premium pricing potential (+₹20/jar).
Current selling price is ₹300/jar. Variable cost (materials + current labor) is ₹180/jar. Under Option A, variable cost drops to ₹140/jar due to automation. Under Option B, variable cost becomes ₹230/jar (including payout).
Considering ONLY financial sustainability AND social embeddedness over the next 12 months, which option maximizes net benefit if Meera values community goodwill at ₹25,000/month and risks losing her entire customer base (worth ₹50,000/month in future profits) if quality complaints exceed 5% of orders? Historical data shows Option A yields 2% complaint rate; Option B yields 8% without intervention, but training reduces it to 4% at an additional ₹10,000/month cost.
B
Step-by-Step Solution
Key idea: This is a multi-criteria synthesis problem combining Growth vs Control (c009), Resource Constraints (c005), and Micro-Stakeholder Mapping (c004). The trap is optimizing only for accounting profit while ignoring embedded social capital that directly impacts revenue stability.
Step 1: Calculate baseline monthly profit for each option BEFORE social adjustments.
- Current: Revenue = 200 × 300 = 60,000. VC = 200 × 180 = 36,000. Profit = 24,000. (Given as 60k profit → implies fixed costs already deducted or revenue higher; we use given profit as anchor.)
Actually, recompute from scratch using given data to avoid inconsistency:
Current Profit Given = ₹60,000. Use this as reference.
Option A:
Revenue = 900 × 300 = 270,000
VC = 900 × 140 = 126,000
FC = 100,000
Accounting Profit = 270,000 - 126,000 - 100,000 = 44,000
Option B with Training:
Revenue = 750 × (300 + 20) = 750 × 320 = 240,000
VC = 750 × 230 = 172,500
Additional Training Cost = 10,000
FC Increase = 0
Accounting Profit = 240,000 - 172,500 - 10,000 = 57,500
Step 2: Adjust for social/embedded factors.
- Goodwill Value: Only Option B generates +25,000/month.
- Churn Risk Penalty: If complaints >5%, lose 50,000/month future profit (treated as current period expected loss for decision horizon).
Option A: 2% < 5% → No penalty.
Option B w/ Training: 4% < 5% → No penalty.
Option B w/o Training: 8% > 5% → Apply 50,000 penalty.
Step 3: Compute Net Benefit (Accounting Profit + Goodwill - Churn Penalty).
- Option A: 44,000 + 0 - 0 = 44,000
- Option B w/ Training: 57,500 + 25,000 - 0 = 82,500
- Option B w/o Training: (57,500 + 10,000 saved) + 25,000 - 50,000 = 67,500 - 50,000 = 17,500? Wait — recalc B w/o training properly:
B w/o Training Accounting Profit = 240,000 - 172,500 = 67,500 (no training cost)
Net Benefit = 67,500 + 25,000 - 50,000 = 42,500
Step 4: Compare.
Option B w/ Training (82,500) > Option A (44,000) > Option B w/o Training (42,500).
Answer: Option B with training maximizes net benefit when both financial and embedded social risks/rewards are quantified.
Common Trap: Choosing Option A based solely on accounting profit or assuming "quality always wins." In grassroots businesses, social capital is a tangible asset; losing it destroys value faster than operational inefficiency. Also, misreading the complaint threshold condition leads to wrong penalty application.