Second Hand Clothing Savings Calculator
Savings from buying second-hand clothing instead of new over multi-year period
Work out what buying clothing second-hand rather than new saves over the years, from your own item count and average prices on each side.
What this tool does
This calculator works out what buying clothing second-hand rather than new adds up to over time. You enter how many items you buy a month, the average price new, the average price used, and the number of years. The saving per item is the difference between the two prices; monthly savings multiply that by the item count; annual savings multiply by twelve; and the total multiplies by the years. On the example figures, three items a month at 50 new against 15 used saves 35 an item, 105 a month, 1,260 a year and 12,600 across a decade, which is 70% of what the same 360 items would have cost new. The item count and the price gap drive the result equally, since both are simple multipliers. The calculation assumes every purchase switches to second-hand, that both average prices hold steady, and that the same number of garments is bought either way, so it excludes shipping and platform fees, the time resale shopping takes, availability, and any difference in how long used garments last.
Quick answer: with the default values, the result is $12,600.00 (10-Year Total Savings). Adjust the values below for your own figures.
Enter Values
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Formula Used
Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
Second-hand clothing economics
The saving on any single garment is the gap between what it costs new and what the same thing costs used, and that gap is set by a secondary market rather than by a discount policy. Condition, brand, season and how quickly the style dates all move it, which is why the discount on a plain t-shirt and on a heavily marked-down coat look nothing alike. This calculator takes both prices from you and multiplies the gap by how often you buy, so the answer describes your own wardrobe rather than an average one.
Typical price comparisons
Rather than quoting prices that would be wrong in most markets within a year, the useful figure is the ratio: what the used price is as a share of the new one for the kind of thing you actually buy. That ratio is far from uniform. Durable outerwear, denim and knitwear resell well and hold their usefulness, so the swap works cleanly. Categories bought new almost universally, underwear, swimwear and performance footwear among them, cannot be swapped at all, and that matters more than it first appears: the calculator assumes every purchase moves to second-hand, so a wardrobe where a third of purchases have to be new lands roughly a third below the headline figure.
Worked example for a typical shopper
Three items a month, 50 new against 15 used, over ten years. The saving per item is 35, monthly savings are 105, annual savings are 1,260, and the ten-year total is 12,600. Worth putting that against the totals it comes from: 360 items over the decade would cost 18,000 bought new and 5,400 bought used, so the saving is 70% of what the new route would have cost. It is a large proportion of a spending line rather than a large amount of new money, and it only materialises if the purchases would genuinely have happened either way.
What the calculator does not model
Shipping and platform fees on online resale, which fall on the smaller price and so eat proportionally more of it. Time, since sorting through a rail or a search listing takes longer than a shop with everything in stock. Availability, because a specific size in a specific style may simply not exist used. And durability, which is the one that can reverse the result: if used garments reach end of life sooner, the replacement rate rises, and buying twice as often at a third of the price is no saving at all. Nothing here is discounted either, so a saving in year ten counts the same as one today.
The environmental side, with figures
Buying used displaces new production, and the scale of what is displaced is documented rather than guessed. According to the European Parliament's summary of textile impacts, textile purchases in the EU in 2022 generated about 355 kg of CO2 emissions per person, the equivalent of 1,800 km driven in a standard petrol car, a single cotton t-shirt takes an estimated 2,700 litres of fresh water to produce, around 12 kg of clothing per person is discarded each year, and between 4% and 9% of textile products placed on the European market are destroyed without ever being used. The Ellen MacArthur Foundation's A New Textiles Economy sets out the circular alternative these figures argue for. Those are regional numbers from one market, and the financial result this calculator produces is separate from them: the money saved and the production displaced are two different accounts.
Buying 3 items a month second-hand rather than new saves $12,600.00 over 10 years.
Inputs
| Savings Per Item | $35.00 |
|---|---|
| Monthly Savings | $105.00 |
| Annual Savings | $1,260.00 |
| Items Per Year | 36 |
This example uses sample figures for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
The saving per item is the average new price less the average second-hand price. Monthly savings are that figure multiplied by items purchased per month, annual savings multiply the monthly figure by twelve, and the total multiplies the annual figure by the number of years. Every step is a straight multiplication, so the result scales proportionally with each input: doubling the item count, the price gap or the period doubles the total. The model assumes that every purchase moves from new to second-hand, that both average prices hold constant across the whole period, and that the same number of garments is bought either way. Categories rarely available used, and any purchase that would not have happened at the new price, both break the first assumption and reduce the realised saving. Excluded from the calculation are shipping costs and platform fees on resale purchases, the time cost of sourcing second-hand, availability constraints on specific sizes and styles, quality variation between individual items, and any difference in garment lifespan that would change how often replacements are bought. No discounting is applied, so a saving in the final year is counted at the same value as one in the first. Results illustrate a spending difference under steady assumptions rather than forecasting a household's clothing budget.
Frequently Asked Questions
Is second-hand always cheaper?
Is quality worse?
What about sizing?
How do environmental benefits factor?
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