Model · Capital desk · 2 minutes
The sticker is the smallest number involved. This instrument prices a purchase the way capital does: what the money would have become if left invested, what it costs to run, what comes back at resale — and how many hours of your working life it swallows.
The all-in purchase price, taxes and fees included.
What actually lands, not the gross. This sets the load line and your hourly value.
Include the commute, the calls at dinner, the Sunday inbox. Honest hours.
Default 6% nominal — a deliberately unheroic figure for diversified capital. Change it; the scenarios below test ±2% regardless.
Insurance, storage, maintenance, subscriptions the thing drags behind it.
Be conservative. Sellers of ten-year-old anything usually are not.
Nothing you type leaves this page. The instrument runs entirely in your browser; there is no account and no record.
Proceed, eyes open.
$169,331
true cost in year-10 wealth
| Sticker price, today | — |
| That sum if invested — 10 years at 6% | — |
| Running costs, each year's outlay invested as paid | — |
| Less resale received at horizon | — |
| True cost, in horizon-year wealth | — |
| If money not spent returns | True cost | × sticker |
|---|---|---|
| — | — | — |
| — | — | — |
| — | — | — |
The return assumption is doing quiet work. If your alternative is cash at 1%, the true cost falls sharply — and the purchase looks better than shown.
Resale optimism is the classic leak. If the asset fetches half what you entered, add the difference straight to the total.
Running costs creep. Insurance reprices, storage rises, the thing ages. If in doubt, re-run with running costs ×1.5.
Everything below is calculated from your inputs except the market return, which is an assumption you control. Nothing is fetched, nothing is looked up.
true_cost = P·(1+r)^n + C·((1+r)^n − 1)/r − S·P
P = sticker price r = assumed annual return
n = horizon, years C = annual running costs
S = resale, share of P (received in year n, so not discounted)
Your effective hourly value is net_income / (weekly_hours × 46) — 46 working weeks allows for leave and holidays. Hours of life consumed is P / hourly, on the sticker alone.
The gauge reads (P + C) / net_income: the first-year outlay as a share of one net year. The safe-load line sits at 20% — a house convention, not a law of nature; past it, a purchase starts competing with your savings rate rather than your spending. Above 45%, or above half a year's income in sticker alone, the instrument tells you to reconsider.
Limitations. Returns are nominal and taxes on investment gains are ignored, which overstates the opportunity cost somewhat; resale is nominal, which understates it. The two lean against each other but do not cancel. This is a model for judgment, not an accounting document.