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Paasche Index

The Paasche Index is a price index that measures inflation using current-period quantities as weights. In Intermediate Macroeconomic Theory, it shows how today’s spending pattern changes the cost of a basket compared with a base period.

Last updated July 2026•Fiveable Content Team

What is the Paasche Index?

The Paasche Index is a price index in Intermediate Macroeconomic Theory that measures how the cost of a basket changes, using current-period quantities as the weights. That means it asks, “If I buy the goods I’m buying now, how much would those goods cost at current prices compared with base-period prices?”

Its formula is usually written as P = Σ(p_t q_t) / Σ(p_0 q_t), where p_t is the current price, p_0 is the base-period price, and q_t is the current quantity. The big idea is that the basket is built from what people are actually buying now, not from an older fixed basket. Because of that, the index reflects changing consumer behavior when prices shift.

This matters in macro because inflation is not just about prices moving up or down. It is also about how households react to those price changes. If beef gets more expensive and people buy more chicken instead, the Paasche Index captures that substitution by weighting chicken more heavily if current quantities rose.

Compared with a fixed-basket measure, the Paasche Index often shows a lower inflation rate when consumers substitute toward relatively cheaper goods. That is not a math mistake, it is the result of using current quantities. The index can therefore give a more up-to-date picture of what households are actually spending on, especially when tastes, income, or relative prices are changing.

You will usually see this term in the inflation-measurement part of the course, where it sits next to CPI, inflation rate, and the Laspeyres Index. The main takeaway is that the Paasche Index is a “current basket” index, so it tracks inflation through today’s consumption pattern rather than freezing the basket in the past.

Why the Paasche Index matters in Intermediate Macroeconomic Theory

The Paasche Index matters because macroeconomists care about how to measure inflation without distorting the picture. If you use the wrong weights, you can overstate or understate how fast prices are actually rising for a changing economy.

It also shows one of the central measurement problems in inflation analysis: consumers do not keep buying the same exact bundle forever. When relative prices change, people substitute away from expensive goods and toward cheaper ones. The Paasche Index captures that behavior, which makes it useful when you are discussing how inflation measures respond to real-world spending patterns.

In class, this term often comes up when comparing price indices. That comparison is not just memorizing formulas, because the choice of weights affects policy discussions, wage indexing, and how economists interpret inflation data. If a price index makes inflation look higher or lower than people feel in daily life, that changes how you read the numbers.

It also connects to broader macro topics like real versus nominal values. Once you understand how a price index works, you are better prepared to see why economists deflate nominal spending and compare prices across time instead of taking raw dollar values at face value.

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How the Paasche Index connects across the course

Laspeyres Index

The Laspeyres Index is the closest comparison point because it uses base-period quantities instead of current quantities. That fixed-basket approach makes it easier to calculate, but it can miss substitution when consumers change what they buy after prices move. Comparing the two indices helps you see how the choice of weights changes measured inflation.

Consumer Price Index (CPI)

CPI is the most familiar consumer inflation measure, and it uses a market basket that is meant to reflect household purchases. When you study the Paasche Index, CPI is a natural comparison because both are trying to track changes in consumer prices, but they differ in how the basket is constructed and updated.

Inflation Rate

The Paasche Index feeds into inflation measurement by showing how the cost of a current basket changes over time. Once you have the index, you can turn it into an inflation rate by comparing one period with another. That makes the term useful in problem sets where you compute and interpret price changes.

Core Inflation

Core inflation leaves out especially volatile items, like food and energy, to show a smoother price trend. The Paasche Index is about weighting choices, while core inflation is about which prices are included. Putting them together helps you separate basket construction from the decision to exclude certain categories.

Is the Paasche Index on the Intermediate Macroeconomic Theory exam?

A quiz or problem-set question might give you prices and quantities for two periods and ask you to calculate the Paasche Index. Your job is to plug in current quantities as the weights, then interpret whether the index suggests inflation rose or fell relative to the base period.

You may also be asked to compare it with the Laspeyres Index. In that case, explain that Paasche uses a current basket, so it reflects substitution toward cheaper goods and can show a lower inflation rate than a fixed-basket measure. If the question gives a real-world scenario, identify whether consumer spending patterns have shifted and connect that shift to the index choice.

In short-answer work, use the term to explain why inflation estimates differ across measures. If the prompt is about measurement bias, show how the weighting scheme changes the result instead of just repeating the formula.

The Paasche Index vs Laspeyres Index

These two are commonly confused because both are price indices used to measure inflation. The difference is the weighting: Paasche uses current quantities, while Laspeyres uses base-period quantities. That single change affects the result, especially when consumers substitute away from goods that get more expensive.

Key things to remember about the Paasche Index

  • The Paasche Index measures price changes using current-period quantities as weights, so it reflects the basket people are buying now.

  • In macro, it is used to study inflation and spending patterns, especially when relative prices cause consumers to substitute between goods.

  • Because it uses current quantities, it often reports lower inflation than a fixed-basket index when consumers switch to cheaper alternatives.

  • The formula compares the cost of the current basket at current prices with the same basket priced at base-period prices.

  • You should think of it as a current-basket measure, not a fixed-basket measure.

Frequently asked questions about the Paasche Index

What is the Paasche Index in Intermediate Macroeconomic Theory?

The Paasche Index is a price index that measures inflation using current-period quantities as weights. In macro, it shows how much the cost of today’s basket changes when prices move. That makes it useful for tracking spending patterns that respond to relative price changes.

How is the Paasche Index different from the Laspeyres Index?

The Paasche Index uses current quantities, while the Laspeyres Index uses base-period quantities. Because of that, Paasche reflects substitution toward cheaper goods more quickly. Laspeyres can make inflation look higher when people stop buying the items that got more expensive.

Why does the Paasche Index often show lower inflation?

It often shows lower inflation because it weights the goods people are currently buying, which usually includes substitution away from expensive items. If consumers switch from a pricier good to a cheaper alternative, the index gives more weight to that newer choice. That can reduce the measured rate of inflation.

How do you calculate the Paasche Index?

Use the formula P = Σ(p_t q_t) / Σ(p_0 q_t), where current prices and current quantities are compared to base-period prices for the same current basket. The key move is using current quantities in both parts of the ratio. On a problem set, that means the weights come from the current period, not the base period.