Inflation Calculator · BLS CPI-U 1913–2026 · Historical + Forward

Inflation Calculator

Convert any dollar amount between 1913 and 2026 with official BLS data, or flip to forward mode to see what today's money will buy in the future — and the investment return you need to keep pace. Current U.S. inflation: 3.5% (June 2026).

Cumulative change
Average per year
Buying power
Price difference

Historical conversions use BLS CPI-U annual averages; the latest year uses the most recent published index. Estimates only.

Inflation quietly rewrites the value of every dollar you hold. Using the official BLS Consumer Price Index, $1 in 2000 is worth about $1.93 today — prices are up roughly 93% in 26 years — and $1 from 1913 equals about $33.60 in 2026. The current U.S. inflation rate is 3.5% for the 12 months to June 2026. This calculator works both ways: convert historical amounts to today's money, or project forward to see what your savings will actually buy and the return required to stay ahead.

The short answer

A dollar buys less every year, and cash left idle steadily loses ground. Since 2000, U.S. prices have risen about 93% (roughly 2.57% a year), so $1,000 then needs about $1,934 to buy the same goods now. Looking ahead, at 3% inflation $100,000 today will buy only about $74,000 in 10 years and $55,000 in 20. The only defence is a return above the inflation rate — currently 3.5% (June 2026) — which is why parking money in a 0.38% savings account means losing purchasing power in real terms.

The value of a dollar, decade by decade

Here is how far a single dollar from each era stretches in 2026 money, straight from the CPI. The further back you go, the more dramatic the erosion — a dollar from 1970 is worth more than eight of today's, while a dollar from 2020 has already lost nearly a quarter of its purchasing power.

Year$1 then = todayCumulative inflationAvg / year$1 today buys (then)
1913$33.643,264%3.16%3.0%
1950$13.821,282%3.52%7.2%
1970$8.58758%3.91%11.7%
1980$4.04304%3.08%24.7%
1990$2.55155%2.63%39.2%
2000$1.9393%2.57%51.7%
2010$1.5353%2.68%65.5%
2020$1.2929%4.29%77.7%

BLS CPI-U annual averages; end year 2026 (index 333.02 year-to-date; the latest monthly CPI was 333.952 in June 2026). The 2020 row's high average reflects the 2021–2022 spike, when inflation peaked at 9.1% (June 2022).

What your money will actually buy later

Inflation doesn't stop at today. Flip the calculator to forward mode to see the erosion ahead. The table below assumes 3% inflation on $100,000. The left column is what it will buy in today's dollars; the right is the larger nominal sum you'd need just to stand still.

Years aheadWhat $100,000 buys (today's $)Nominal needed to keep pace
5 years$86,261$115,927
10 years$74,409$134,392
20 years$55,368$180,611
30 years$41,199$242,726

At 3% annual inflation. Adjust the rate in the calculator to match your own assumption — the current rate is 3.5%.

Turn the erosion into a plan. The only way to beat inflation is to earn more than it. See how a return compounds above inflation with the compound interest calculator, or compare its shortcut with BeCoin's live compound-interest tool.

The return you need to beat inflation

What matters for building wealth isn't the headline return — it's the real return, the slice left after inflation. The formula is (1 + nominal) ÷ (1 + inflation) − 1. At 3% inflation, here is what each option actually keeps. Cash goes backwards; only assets that out-earn inflation move you forward.

Where the money sitsNominal returnReal return (after 3% infl.)
Savings account0.38%−2.54%
High-yield savings4.00%+0.97%
US stock index (historic)10.00%+6.80%
Just to break even3.00%0.00%

Real return = (1 + nominal) ÷ (1 + inflation) − 1. Savings rate: FDIC national average 0.38% (Jul 2026). Stock return: S&P 500 ~10% nominal since 1928 (NYU Stern / Damodaran). At today's 3.5% inflation the break-even bar is even higher.

Why measures disagree: CPI vs core vs PCE

"Inflation" isn't a single number — different gauges tell slightly different stories, which is why headlines can seem to conflict. This calculator uses headline CPI-U, the standard for adjusting dollars over time, but it helps to know the alternatives:

  • Headline CPI — all items, including food and energy. The rate you see in the news; 3.5% for June 2026. Best for converting historical dollar values.
  • Core CPI — strips out volatile food and energy to show the underlying trend; 2.6% in June 2026. Since 2000 it averaged 2.38% a year versus 2.57% for all-items.
  • PCE — the Federal Reserve's preferred gauge, from the Bureau of Economic Analysis. It weights spending differently and usually runs lower — about 2.19% a year since 2000, so $1 in 2000 equals $1.76 by PCE versus $1.93 by CPI.

For personal dollar conversions, headline CPI is the right tool; for reading where policy is heading, watch core and PCE alongside BeCoin's current market outlook.

Where inflation stands now

U.S. inflation cooled to 3.5% for the 12 months to June 2026 — down from 4.2% in May — as falling gasoline and energy prices dragged consumer prices down 0.4% on the month. Core inflation, excluding food and energy, was 2.6%. That is well below the 9.1% peak of June 2022 but still above the Federal Reserve's 2% target. The next CPI report, covering July, lands on August 12, 2026. Use the market outlook for current cross-asset context and the forex forecast for central-bank-sensitive currency scenarios.

Beating inflation depends on what markets do next

Holding purchasing power means out-earning inflation. BeCoin's models map bull, base & bear scenarios across 100+ assets — so you can see where returns might come from.

Explore BeCoin Premium

Methodology & data sources

All figures are computed client-side; no data is stored. Historical mode uses the identity value = amount × (CPIend ÷ CPIstart) with BLS CPI-U annual averages (1982–84 = 100) from 1913 to 2025 and the 2026 year-to-date index (333.02; the latest monthly CPI was 333.952 in June 2026). Cumulative inflation is CPIend ÷ CPIstart − 1; the average annual rate is the geometric mean over the span. Forward mode discounts and compounds by your assumed rate: future buying power = amount ÷ (1 + rate)years and nominal needed = amount × (1 + rate)years. Current rate: 3.5% for the 12 months to June 2026; core 2.6% (BLS, released Jul 14 2026). Alternate-measure figures (core CPI, PCE) are from BLS and the Bureau of Economic Analysis. Inflation figures are estimates of average price change and will not match any single household's experience.

Sources: BLS Consumer Price Index, BLS CPI Summary (June 2026), BEA PCE Price Index. For education only — not investment advice. See our disclaimer.

Frequently asked questions

How much is $1 in 2000 worth today?
About $1.93 in 2026. Using the BLS Consumer Price Index, prices have risen roughly 93% since 2000 — an average of about 2.57% a year. A dollar from 2000 buys only about 52 cents' worth of goods today. Over a century the erosion is far larger: $1 in 1913 has the same buying power as roughly $33.60 in 2026.
What is the current US inflation rate in 2026?
The annual rate was 3.5% for the 12 months ending June 2026, down from 4.2% in May, per BLS data released July 14, 2026. Core inflation (excluding food and energy) was 2.6%. Prices actually fell 0.4% in June as energy costs dropped. The next CPI report, covering July, is due August 12, 2026.
How do I calculate what future money will be worth?
Discount it by the inflation rate: future buying power = amount ÷ (1 + inflation)years. At 3% inflation, $100,000 today buys about $74,409 in 10 years and $55,368 in 20. To preserve $100,000 of today's purchasing power you'd need about $134,392 in 10 years or $180,611 in 20. This calculator's forward mode does both automatically.
What return do I need to beat inflation?
Your real return is (1 + nominal) ÷ (1 + inflation) − 1. At 3% inflation, a 0.38% savings account loses about 2.5% a year in real terms, a 4% account gains only ~1%, and a 10% stock index keeps roughly 6.8% real. To simply hold purchasing power at 3.5% inflation you must earn at least 3.5% after tax — which is why idle cash tends to lose ground.