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What is 60,000 in 2013 worth today?

To find what 60,000 in 2013 is worth today, multiply it by the ratio of the current price index to the 2013 index. Using an average of 2.5% a year over the 13 years since, 60,000 becomes about 82,700; at 3% it is about 88,100. The exact figure depends on which inflation series you use, so enter the rate for your country and currency in the calculator above.

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  • 10k in 2012 worth today
  • what is money from 2013 worth now
  • inflation from 2013 to today
  • value of 60000 in 2013

Do it here: Inflation Calculator

See what an amount of money is worth after inflation over any period.

With an index
`value_now = value_then x (index_now / index_then)`
With an average rate
`value_now = value_then x (1 + r)^years`
Which index
CPI-U for US dollars, CPIH or CPI for sterling, HICP for the euro area
Why answers differ
Different series, different base month, different country basket

The formula

Inflation adjustment is a ratio of two price index readings. If you can look up the index for both years, that is the whole calculation and it needs no assumptions.

value_now = value_then × (index_now ÷ index_then)

Example with index readings:
  2013 index  = 233.0
  today index = 321.5
  60,000 × (321.5 ÷ 233.0) = 82,790

If you only have an average rate

Without index readings, compound an assumed average annual rate over the number of years. This is what most quick inflation calculators do, and it is why they disagree with each other: the answer is only as good as the rate you feed it.

value_now = value_then × (1 + r) ^ n

60,000 from 2013, n = 13 years
  r = 2.5%  →  60,000 × 1.0250^13 = 82,711
  r = 3.0%  →  60,000 × 1.0300^13 = 88,112
  r = 3.5%  →  60,000 × 1.0350^13 = 93,837

The same amounts at three assumed rates

Amount and yearYears to todayAt 2.5% a yearAt 3.0% a yearAt 3.5% a year
60,000 in 20131382,71188,11293,837
10,000 in 20121414,13015,12616,187
25,000 in 20151132,80234,60636,499
100,000 in 20206115,969119,405122,925
Compounded at the stated assumed rate. These are not official figures for any country.

Why two calculators give you two answers

  • Different series. In the US, CPI-U, chained CPI and the PCE price index move at different speeds. In the UK, CPI, CPIH and the older RPI all differ, and RPI typically runs highest.
  • Different months. "2013" is twelve readings. A calculator using January will not match one using the annual average or December.
  • Different basket. Inflation is measured against a basket of goods that is reweighted over time. Your own basket, especially if it is heavy on rent or tuition, may have moved very differently.
  • Different country. The currency symbol does not decide the series. 60,000 dollars, pounds and euros need three different indexes.

None of these is wrong. They answer slightly different questions, which is why any figure worth quoting comes with the series and the base period attached.

Reading the result honestly

An inflation-adjusted figure says what it would cost today to buy the same basket that the original amount bought then. It does not say what a 2013 salary should be now, because wages track productivity and labour markets as well as prices. It also does not say what an investment would be worth, because that depends on returns rather than on the price level. For those, use the compound interest calculator or the salary converter instead.

Related questions

What is 60,000 in 2013 worth today?

At an assumed 2.5% average annual inflation over 13 years it is about 82,700, and at 3% about 88,100. Use the official index for your currency in the calculator above for a figure you can cite.

What is 10,000 in 2012 worth today?

About 14,100 at an assumed 2.5% a year over 14 years, or about 15,100 at 3%. The real figure depends on the index you choose.

Which inflation rate should I use?

Use the official consumer price series for the currency: CPI-U for US dollars, CPIH or CPI for sterling, HICP for the euro area. Take the readings for both years and divide rather than assuming an average.

Which month of 2013 should I take the index reading from?

Whichever one the comparison needs, stated explicitly. A year has twelve readings plus an annual average, and picking January rather than the annual average shifts the result by roughly a year of inflation.

Does this tell me what my old salary is worth now?

Only in terms of purchasing power. Wages move with labour markets and productivity as well as prices, so an inflation adjustment is a floor for that question rather than an answer to it.

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