True Cost Calculator
A price tag tells you what leaves your account today. It does not tell you what the thing costs each time you use it, or what those dollars would have grown to if they had stayed invested. This calculates both, and keeps them separate.
Describe the purchase
Answer honestly rather than hopefully. Fractions are fine: 0.5 is once every two months.
240 uses of Espresso machine over 5 years.
- Cash out of pocket
- $1,200.00
- Growth given up
- $501.15
- True cost
- $1,701.15
- True cost per use
- $7.09
- Spending $1,200.00 means not having $1,701.15 in 5 years. The difference — $501.15 — is the part no receipt shows.
- Growth assumed at 7% a year, compounded monthly. That is your figure, not a forecast.
Two numbers a receipt never prints
The cash side is plain addition: the purchase price, plus every monthly running cost over the period, minus whatever you sell it for at the end. The growth side runs the same dollars through a monthly compounding model on the dates you actually part with them. The price compounds from month zero, because that is when it leaves your account. Running costs compound from the month after each one is paid. Resale is not compounded at all — it arrives on the last day and has no time to grow.
True cost = (Price + Running costs − Resale) + (Invested value − Cash spent)- Cost per use
- Net cash ÷ (uses per month × months)
- Invested value
- Price compounded from month zero, plus running costs compounded from the month after payment
- Foregone growth
- Invested value − cash spent; zero when the assumed return is zero
That asymmetry between the price and the resale is deliberate and it matters. Treating money you get back in five years as though you had it on day one would make anything resellable look close to free, which is exactly the error this page exists to correct. When the number of uses is zero the calculator reports no cost per use at all rather than an infinite one — an unused purchase has a cost, but it does not have a cost per use.
A $1,200 machine, four times a month, kept five years
Nothing spent on upkeep, nothing recovered at the end, and 7% a year assumed on money not spent. The cash cost is the $1,200 on the box. Over five years that is 240 uses, so $5.00 a use — which is roughly a coffee, and that comparison is the entire point of the exercise.
The same $1,200, left invested at 7% compounded monthly, would have become $1,701.15 after five years. So the growth given up is $501.15 and the true cost is $1,701.15 — about $7.09 a use rather than $5.00. The purchase is 42% more expensive than the price tag says, and the difference never appears on any statement.
Change one input and watch what happens. At one use a month, the cash cost per use quadruples to $20.00 and the true cost per use to $28.35 — same machine, same price, a different purchase entirely. That is the number worth carrying into the shop.
What this calculator assumes
- The purchase price is paid in full on day one. Financing, interest, and instalment plans are not modeled.
- Uses per month is constant across the whole period, and is a figure you supply rather than one the calculator can check.
- Running costs are a fixed monthly amount that never rises with inflation or servicing schedules.
- The assumed return arrives as a steady monthly rate, with no fees, taxes, or dividends modeled separately, and no allowance for the sequence in which real returns arrive.
- Resale value is received once, at the end of the period, and is never compounded.
- Nothing here is adjusted for inflation, so figures are in today's dollars throughout. Money values are rounded to the nearest cent for display.
Understanding the True Cost Calculator
A price tag answers one question — how much money leaves your account today — and then stops. It says nothing about how many times you will actually pick the thing up, and nothing about what those dollars would have become had they stayed invested. Both omissions run in the same direction: they make expensive things look cheaper than they are. This calculator restores the two missing numbers and leaves the buying decision entirely to you.
The arithmetic is deliberately unglamorous. Cost per use is net cash divided by the number of times you use it. Foregone growth is what the same dollars, invested on the same dates at a rate you choose, would have grown to. The two are reported separately and never blended, so that if you reject the return assumption you can throw that half away and keep the rest.
Who this calculator is for
- Anyone hovering over a large purchasewho wants the number the price tag leaves out before deciding.
- People who buy equipment for a hobbywhere the honest answer to 'how often will I use this?' is the whole decision.
- Anyone choosing between buying and rentingwho needs a cost per use on the purchase to compare against a rental price.
- People talking themselves into an upgradewho want to see the price difference expressed as growth given up.
- Anyone selling something on afterwardswho wants resale counted properly rather than treated as a discount.
Why it matters
- It divides by uses, which is what separates a tool you reach for daily from one that lives in a cupboard at the same price.
- It prices the growth you give up, compounded monthly at a rate you set, so the opportunity cost is a figure rather than a feeling.
- It keeps cash and growth apart in the results, so a reader who disagrees with the return assumption still has a usable answer.
- It counts running costs — insurance, consumables, the subscription the device needs — which frequently exceed the purchase price over a few years.
- It handles resale honestly: money you get back at the end lowers the cash cost but earns nothing on the way, and the calculator refuses to pretend otherwise.
- It never tells you what to buy. It reports what a purchase costs on your own assumptions and stops there.
How to use this calculator
- Name the thing, and enter what it costs today.
- Enter how often you will genuinely use it, per month. This is the input that does the most work, and the one people flatter themselves on — answer it as a stranger would.
- Enter how long you expect to keep it before it is sold, replaced, or abandoned.
- Under advanced assumptions, add any monthly running cost, whatever you expect to sell it for, and the annual return you want to assume on money not spent.
- Read the cost per use first, then the true cost underneath it — the same purchase with the foregone growth added on.
How to read your result
Start with cost per use, because it is the figure that changes minds. A $1,200 machine used four times a month for five years costs $5 a use; the same machine used once a month costs $20 a use, and the price on the box never moved. If that number sits above what the equivalent single use would cost you to rent, borrow, or simply buy ready-made, the arithmetic is telling you something the price tag could not.
Then read true cost. The gap between it and the cash figure is growth you gave up — money that would have compounded had it stayed invested. Over five years at a typical assumption that gap is meaningful; over twenty it routinely exceeds the purchase price itself. Two things are worth holding steady here: the gap is an assumption, not a debt, and it only exists if you would genuinely have invested the money rather than spent it on something else. Set the return to zero if that is the more honest description of your finances, and the calculator will quietly agree with you.
- Uses per month is a forecast about your own behaviour, and people are systematically optimistic about it. If you are unsure, put in the low number and see whether the purchase still makes sense.
- The assumed return is not a promise. Real markets deliver an average through sequences that can leave you well away from a smooth projection at any particular date.
- Foregone growth is only real if the money would otherwise have been invested. Money that would have been spent on something else has no opportunity cost to give up.
- Running costs are easy to under-count. Insurance, storage, consumables, servicing, and the app or subscription a device requires all belong here.
- Resale value is a guess about a future market, and for most consumer goods it is optimistic. Setting it to zero is the conservative reading.
- This models one purchase in isolation. It does not know your income, your debts, or what else that money is committed to.
Frequently asked questions
What counts as a 'use'?
Whatever unit makes sense for the thing: a ride, a session, a meal, a wear. The only requirement is that you use the same definition when you compare it against an alternative like renting.
Why does true cost exceed the price I paid?
Because money spent is not only gone, it also stops compounding. True cost is the cash you hand over plus the growth those dollars would have produced at the return you assumed. Set that return to 0% and true cost falls back to the cash figure.
Should I use 7% for the return?
It is a common stand-in for a long-run stock market average before inflation, which is why it is the default here. It is not a forecast and not a recommendation. Try a pessimistic figure as well and see whether the decision changes.
How is resale treated?
It is subtracted from the cash you spend, but it is never compounded. You receive it at the end of the period, so unlike the purchase price it has no time to grow.
Does a lower cost per use mean I should buy it?
No. It means the purchase is cheaper per use than it looked, which is one input to a decision that also involves your income, your other commitments, and whether you want the thing at all.
Are my inputs saved or shared?
No. Every calculation runs in your browser; nothing is stored on our servers or sent to analytics. A shareable link only encodes the numbers you choose to share.
The rest of the decision
For a charge that repeats every month rather than a one-off purchase, the subscription cost calculator does the same arithmetic and compares keeping it against downgrading or cancelling. To see what the money would have become on its own, the compound interest calculator projects it without a purchase attached. If the purchase would go on a card, the credit card payoff calculator prices the interest that adds, and the true monthly expenses calculator shows what your fixed costs already come to before this one joins them.
Sources and review notes
- U.S. Securities and Exchange Commission, Investor.gov — compounding and contribution growth
- Consumer Financial Protection Bureau — consumer tools and spending decisions
Methodology last checked Jul 29, 2026. The cash path, the compounding path, and the resale asymmetry are covered by deterministic unit tests, including zero uses, negative assumed returns, and a zero return where true cost must equal cash cost exactly. No financial professional review is claimed yet.