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Inflation Calculator

What today’s prices cost after inflation has had its say.

📢Your investment figures

$
%

Future cost of same basket

$—

At that inflation rate

Breakdown

Same basket, future cost —
Purchasing power of that money —
Real loss at 3% inflation —
Price doubling time at this rate —
Return needed to keep pace —

About the Inflation Calculator

Inflation is the silent tax that shrinks the purchasing power of every dollar you hold or save. At 3%/yr — close to the US long-run average — prices double roughly every 24 years: the CPI long-run average of 3% is where “mobs but yours” lives.

This tool projects the future cost of a given amount of goods and services at any inflation rate, so a target can be set in *tomorrow’s* dollars (what a down payment, retirement income, tuition, etc., will actually require).

The formula behind it

Standard compounding growth of prices:

Future cost = amount × (1+inflation)^years • Purchasing power = amount / (1+inflation)^years

The first calculation answers “what will this cost”; the second, “what will today’s amount buy.” Long-run US CPI averages roughly 3% annually; change the rate if your horizon includes particular decades with unusual inflation.

Worked example

Defaults — $50,000 of goods/services today, 3% inflation, 20 years:

  1. (1.03)^20 ≈ 1.806
  2. The same purchases cost ≈ $90,300.
  3. Today’s $50,000, left alone, buys only ≈ $27,700 worth of that basket.

Takeaway: Without a return the money earns at least 3%/yr, holding cash guarantees about a 45% real loss over 20 years. Even “low risk” should mean “running-fast.”

What moves the result

Practical tips

Frequently asked questions

Which inflation rate should I use?

The long-run US CPI average is ~3%. For recent planning years, use actual figures; for the 30-year forward horizon, be prudent and assume 2.5–4%.

Does the tool use CPI data automatically?

No — this is a forward-looking projection tool. For actual historical to-date recalcs, the BLS CPI inflation calculator gives exact CPI-conversion amounts.

What does “real vs nominal” mean here?

Nominal: the actual dollar number. Real: what those dollars can purchase. Financial calculations that only use nominal values may misrepresent how far ahead you actually are.

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