Real versus nominal GDP: separating price change from output change

Why it matters

The newest GDP release on the Kitalpha calendar was published by the BEA on 2026-08-26 and describes Q2 2026. Behind it, the real-GDP series records output for the latest quarter as 24,270 billion dollars at an annual rate, in chained 2017 dollars. That last phrase is the whole lesson. A dollar total can rise for two reasons: more was produced, or the same amount was produced at higher prices. A reader who sees a larger number and concludes that the economy made more may be looking at a price change. The word “real” is what tells the two apart.

The concept

Gross domestic product, GDP, is the total value of the goods and services produced within a country over a period, usually a quarter. Value is quantity multiplied by price, so a total in dollars can change for two reasons: because the quantities produced changed, or because the prices at which they are valued changed. Every GDP figure is one of two kinds, depending on which prices it uses.

Nominal GDP, also called current-dollar GDP, values each quarter’s output at that quarter’s own prices. It is the dollar total as it stands, and it carries both kinds of change at once. Real GDP values every quarter’s output at the prices of one fixed base year, which for the U.S. series is 2017. Because prices are held still, any change in real GDP is a change in the quantity produced. The phrase “chained 2017 dollars” on the record means the base-year prices are updated year by year, but the principle is the same: prices fixed, quantity free to move.

A small example makes the difference concrete. Imagine an economy that bakes 100 loaves in a year at US$2 each. Its nominal GDP is US$200. The next year it bakes the same 100 loaves at US$2.20 each. Nominal GDP is US$220, up 10%, yet not one extra loaf was baked. Real GDP at the first year’s prices is still 100 loaves at US$2, or US$200: unchanged. All of the 10% was price. Had the bakery made 105 loaves at the new price, nominal GDP would be US$231, up 15.5%, while real GDP would be US$210, up 5%. Only that 5% is more bread.

The ratio between the two figures is itself a price measure. The GDP deflator is nominal GDP divided by real GDP, multiplied by 100: the price level of everything the economy produces, relative to the base year. In the bakery, US$220 divided by US$200 gives a deflator of 110, and its 10% rise is exactly the price change. This gives a useful approximation: nominal growth is roughly real growth plus the deflator’s growth.

Kitalpha holds no deflator series. It does hold the consumer price index, the CPI, which the Bureau of Labor Statistics compiles from the prices households pay for a basket of goods and services. This lesson uses the CPI’s 12-month change as a stand-in for price growth, and the substitution leaves something out: the CPI prices what households consume, including imports, while the deflator prices everything produced, including machinery, government purchases and exports. The arithmetic of separating price from quantity is the same with either; the figures differ.

The misconception this lesson targets runs both ways. Hearing that GDP grew, a reader may picture prices going up; seeing a dollar total go up, a reader may picture more being made. Neither follows until you know which figure it is. A change in the real series is output change; a change in a nominal total is output change and price change together. The table below places the two output levels, the real growth between them, the CPI’s price growth and the approximate nominal figure side by side. Look for the bottom row being the sum of the two above it, and for the fact that only one of those two is more output.

Worked example

Take the real-GDP series, whose latest level is dated 2026-04-01. The record stores the level each quarter and the change from the quarter before, so the level a year earlier can be recovered exactly: the latest level minus the last four quarterly changes, which run from 2025-04-01 to 2026-04-01. The first three steps below do that and turn the two levels into a growth rate. Because both levels are in chained 2017 dollars, that rate is output growth with price change already removed. The fourth step brings in the second record, the CPI index, and reads its 12-month change as the price growth over a matching year. The last two steps combine them, first as a sum and then exactly.

Read the steps in order. The real growth line is the figure to quote for how much more was produced. The price line is how much more a household basket cost. The approximate nominal line is roughly what a current-dollar figure for the same year would show: it is larger than the real line by the price line, and that gap is the part of a dollar rise that is not more output. The exact line shows how little the sum misses by.

Faded example

Now the second record on its own: the CPI index, at its latest level dated 2026-08-01 and its level twelve months earlier, dated 2025-07-01. Both levels are given below. Complete the last step yourself: the percentage change between them, which is the price growth the worked example used.

Retrieval check

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