Case 028Company pitchCore
Make the bear case on Zorvik Quick Commerce, a popular dark-store grocery company. What does each order and each store contribute, and how many orders does a store need to break even?
1The situation
Zorvik Quick Commerce delivers groceries in under fifteen minutes from 180 dark stores, small warehouses closed to walk-in shoppers. The average order is Rs 450 and a store handles 1,300 orders a day. Gross margin, after the cost of the goods, is 18%. Delivery costs Rs 38 an order, and running a store, rent, staff, power and wastage, costs Rs 1.2 lakh a day.
The company is a favourite in the press and its last round was priced on order growth. The partner wants you to argue the other side.
2Your task
Show the contribution per order and per store, the order density at which a store breaks even, and what would have to change for the bear case to be wrong.
Quick check
After goods, delivery and the store's running cost, what does Zorvik make on an average order today?
Worked solution
Try it on paper, then open one step at a time.
30-second answerThe answer to give first
Each order makes Rs 43 after goods and delivery but loses about Rs 49 once the store's own cost is spread across it; each store loses about Rs 0.64 lakh a day. A store breaks even at about 2,791 orders a day, 2.1 times today. The bear case: Zorvik needs density it has not shown, or a basket and margin it has not earned, and growth in stores multiplies the loss.
Step 1Why build the bear case from one order rather than from the market size?
A tiffin service that loses a little on every box does not fix itself by delivering more boxes from more kitchens; it loses more. It fixes itself only if each kitchen fills up enough that the rent is spread thinly. A bear case on a growth company is strongest when it shows that the unit itself does not work at today's density, because then growth adds losses rather than diluting them. Market size is the bull's ground. The order is yours.
Walk the order down. Rs 450 of groceries at 18% gross margin leaves Rs 81. The rider costs Rs 38, leaving Rs 43 of contributionWhat one order leaves after the costs that only exist because of that order: the goods, the delivery, payment fees. It must then cover the fixed costs of the store and the company. after delivery. The store costs Rs 1.2 lakh a day whether it does 800 orders or 2,000, so at 1,300 orders it costs Rs 92.3 an order. The order is Rs 49.3 in the red before a rupee of head office, technology or marketing.
Step 2What does that mean per store, and for the whole network?
Per store: 1,300 orders at Rs 43 is Rs 55,900 a day against Rs 1,20,000 of running cost, a loss of Rs 64,100 a day. Across 180 stores for a year that is about Rs 421 crore of store-level loss. Break-even needs Rs 1,20,000 divided by Rs 43, about 2,791 orders a store a day, more than double today. Opening another 50 stores at today's density adds about Rs 117 crore a year of loss, which is why the bear says growth is the problem, not the cure.
| What would have to change | Today | Needed for a store to break even | Change |
|---|---|---|---|
| Orders a store a day | 1,300 | 2,791 | +115% |
| Average order, Rs | 450 | 724 | +61% |
| Gross margin | 18% | 29.0% | +11.0 points |
| Delivery cost an order, Rs | 38 | -11.3 | below zero: impossible |
Step 3What would prove the bear wrong?
Name the conditions, because a bear case that cannot be falsified is just pessimism. The bear is wrong if mature stores, the ones open longest, already run near 2,791 orders a day, or if the basket is rising toward Rs 724 as customers add higher-margin items. Advertising income from brands paying for placement can also lift gross margin by several points without raising prices. Ask for store-level economics by age cohort: if two-year-old stores break even and the losses come from new ones, the network is in its investment phase, not broken.
Close the pitch with the limitation: this is store-level contribution, so it flatters the company. Head office, technology and discounts sit on top. A bear case that holds even before those costs is a strong one, and that is the line to end on.
Where candidates lose it
The common loss is stopping at Rs 43 a order after delivery and calling the unit economics positive. That figure ignores the store, which is the whole cost of the model; the bear case lives in the line most candidates leave out.
The second is arguing only that competition is fierce or that the market is crowded. Without the break-even density, the partner hears an opinion, not a case, and the bull can answer it with a growth chart.
What the interviewer asks next
- Brand advertising adds 2% of order value as income. What is break-even density now?
- How would you test whether older stores really do reach higher density?
- Why might a fund still invest in Zorvik knowing the store loses money today?
Company names and figures are illustrative.
