Short answer: break-even units are fixed costs ÷ (price − variable cost). ₹50,000 of fixed costs with a ₹100 price and ₹60 variable cost breaks even at 1,250 units, or ₹1,25,000 of revenue.
What the number is telling you
Each sale contributes ₹40 toward the ₹50,000 that has to be paid whether you sell anything or not. That is why volume is the only lever: raising the price by ₹10 lowers break-even to 1,000 units, and cutting variable cost by ₹10 does the same thing.
Worked example
Fixed costs ₹1,20,000, price ₹250, variable cost ₹150. Contribution is ₹100, so break-even is 1,200 units and ₹3,00,000 of revenue. Sell 1,500 units and profit is 300 × ₹100 = ₹30,000; the margin of safety is 300 units.
Assumptions. Costs are treated as either fixed or strictly variable, and the price is assumed constant at every volume. Real businesses have stepped fixed costs and volume discounts, so treat this as the starting calculation, not the full model.