Lessons · Lesson 2 of 3
What comes back, and what comes back sellable
Grade a returns bay's week, derive the resale price below which a pair is worth less than the write-off, and cost the whole phase of returns to the penny.
Lesson 2 of 3 · 30 min
The gap the stock file cannot see
A stock system credits a returned garment back the moment its carton is scanned. From then on it counts as one unit like any other. Some of those units are worth exactly what they were worth before. Some can only be sold again at a fraction of the price. Some are worth nothing at all, and cost money to find that out. This lesson stands in the room where somebody opens each carton and decides which is which.
Owen Skelbrook's returns bay received 1,017 pairs of the Coldbeck during the twelve-week phase. Ashmoor's stock system was told about all of them the moment the carton was scanned, and from that scan the chain's unit count went up by 1,017.
Only 793 of them could be sold at GBP 129.00.
That gap has nothing to do with dishonesty. It has everything to do with what a returned pair physically is. A boot worn on a carpet for ten minutes is a new boot. A boot worn down a garden path is not. And in footwear there is a fourth thing in the carton that is part of the sellable unit: the box. Ashmoor sells the Coldbeck in a rigid box with a printed sleeve. A customer who slits the sleeve open with a knife, folds the box flat and posts it back inside a mailing bag has returned a perfect boot in a package nobody can sell.
Three grades, and Ashmoor's measured split
Every pair is inspected, and the inspector's decision is one of three. This is the only place in the chain where a person looks at the actual goods after the customer has had them, so the grading rule is written down and the inspector signs it.
| Grade | The rule | Where it goes | Pairs | Share |
|---|---|---|---|---|
| A | Unworn, complete, box sound or replaceable from the spares run | Back to full-price sellable stock at the DC | 793 | 78% |
| B | Sound boot, damaged box or minor sole scuffing from a hard floor | Outlet, at GBP 59.00 | 163 | 16% |
| C | Worn outdoors, creased vamp, damaged upper, or an orphan past 14 days | Written off | 61 | 6% |
Two things to notice before the money. The grades add up to what was received: 793 plus 163 plus 61 is 1,017. And grade B is the interesting one, because it is the only grade where somebody has a decision to make rather than a fact to record.
Costing one returned pair, all the way through
Ashmoor measured what it costs to put a returned pair through the bay. It is not one number but three:
| Component | Per pair |
|---|---|
| Return carriage, prepaid label | GBP 3.85 |
| Inspection, cleaning and re-boxing labour | GBP 2.10 |
| Put-away and re-pick | GBP 0.45 |
| Total | GBP 6.40 |
Now take each grade in turn, against a full-price pair that never came back. The Coldbeck's full-price gross margin is GBP 129.00 less GBP 47.73, which is GBP 81.27.
- Grade A. The pair sells again at GBP 129.00, so the margin is GBP 81.27 less the GBP 6.40 it cost to get it back on the shelf: GBP 74.87. A grade-A return costs a shade under eight percent of the margin it earns. It is the cheap outcome, and it is still not free.
- Grade B. It sells at GBP 59.00 against a cost of GBP 47.73, so GBP 11.27 of margin, less GBP 6.40 of processing: GBP 4.87. The pair still makes money. It makes six percent of what it would have made.
- Grade C. Nothing is recovered. Ashmoor loses the cost of the goods, GBP 47.73, plus the GBP 6.40 it spent finding out: GBP 54.13 destroyed.
The same arithmetic is useful the other way round. A write-off costs GBP 54.13 and a full-price sale earns GBP 81.27. So it takes the margin on 1.50 pairs sold to pay for one pair written off. Put the way it lands in a meeting: three write-offs eat the whole gross margin of two full-price sales. Three times GBP 54.13 is GBP 162.39, against two times GBP 81.27, which is GBP 162.54.
The phase, costed
| Line | Working | Cost |
|---|---|---|
| Processing every pair received | 1,017 × GBP 6.40 | GBP 6,508.80 |
| Cost of goods on the write-offs | 61 × GBP 47.73 | GBP 2,911.53 |
| Margin given up on the outlet grade | 163 × GBP 70.00 | GBP 11,410.00 |
| Total | GBP 20,830.33 |
The third line is the one people leave out, and it is the biggest. A grade-B pair is not free because it sold. It sold at GBP 59.00 instead of GBP 129.00, and that GBP 70.00 a pair is a real loss whoever is holding the pen. Ashmoor's returns report used to show the first two lines only, which made returns look like a GBP 9,420.33 problem.
Spread across the phase's net sales of 5,987 pairs, the whole GBP 20,830.33 is GBP 3.48 per net pair sold, or 2.70% of net sales at retail. That is a real number and a survivable one, and it is the number everybody at Ashmoor quotes. Lesson 3 is about a cost roughly the same size again that appears on no report at all.
The other loop, which the bay never sees
Every web return in the business lands at the DC. A shop return stays at the shop.
Say that plainly and one structural fact follows that no amount of returns processing can fix: a pair sold online and returned online has left a shop's stock and can never come back to it. Over the phase 3,924 Coldbeck pairs went out through the website and, at 28.9%, roughly 1,134 of them came back — to a building with no customers in it.
This is not an argument against selling online. It is the reason the DC's stock kept looking healthy while the shops thinned out, and it is the mechanism lesson 3 turns into a dead style.
Check yourselfA returned pair grades B. Your outlet sells it at your break-even price exactly. Somebody argues that this is fine because you have lost nothing. Are they right?Show the answer
No, in two ways. First, break-even here means break-even against the write-off. You have recovered the landed cost and the processing cost and nothing else. So the pair has contributed no margin at all, while using up a pick, a slot and a place in the outlet's own limited range. Each of those had another use. Second, and larger, the comparison is the wrong one. The alternative to a grade-B pair is not a write-off. It is the full-price sale the pair would have been if it had come back in a sound box. The loss is GBP 81.27 less whatever the outlet contributes, and at break-even that is the whole GBP 81.27. Break-even is the floor below which you should stop bothering, not a result worth defending.
Prompt · Cost one returned unit all the way through
When you know your return rate but not what a return actually costs you, or when someone is arguing about an outlet price.
Act as a retail finance analyst costing a returns operation from first principles. My product is [PRODUCT], full ticket [AMOUNT], landed cost [AMOUNT]. Last period I received [NUMBER] returns. My processing costs per returned unit are: return carriage [AMOUNT], inspection and repackaging labour [AMOUNT], put-away and re-pick [AMOUNT] - and if I have left any of these blank, list what I have not measured rather than assuming a figure for it. My disposition split is [PERCENT] back to full-price stock, [PERCENT] to an outlet at [AMOUNT], [PERCENT] written off. Do the following. First, give me the margin on one unit of each grade, showing the working, against the margin on a unit that never came back. Second, work out my break-even resale price as landed cost plus processing cost, state it as one number, and tell me whether my outlet price is above or below it and by how much. Third, tell me how many full-price sales the margin of one write-off uses up. Fourth, total the period: processing on every unit received, cost of goods on the write-offs, and the margin given up on the outlet grade - and say plainly if my current reporting is leaving that third line out, because it is usually the largest. Fifth, express the total as a cost per net unit sold and as a percentage of net sales at retail. Challenge any input that looks like an assumption rather than a measurement, and name it.
AI can make mistakes — check anything you act on.