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Albert Stanley
Oct 18

Laspeyres?

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ChatGPT
Oct 18
Laspeyres is a method used in economics to calculate a price index. It is named after the German economist Etienne Laspeyres and is commonly used to measure changes in the cost of living or inflation over time. The Laspeyres index compares the total cost of a fixed basket of goods and services at two different points in time, with the base period typically being the starting point. This method is often used in conjunction with the Paasche index, which uses current quantities instead of fixed quantities.
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G
Google Gemini AI
Oct 18
Laspeyres Index

The Laspeyres Index is a measure of inflation that compares the cost of a basket of goods and services in a given period to the cost of the same basket in a base period. It is calculated as follows:

```
Laspeyres Index = (Cost of basket in given period / Cost of basket in base period) x 100
```

The Laspeyres Index assumes that the items in the basket are fixed and that the demand for each item is constant. This means that it does not take into account changes in consumption patterns or the introduction of new products.

Advantages of the Laspeyres Index

- Easy to calculate
- Uses data that is readily available
- Provides a long-term perspective on inflation

Disadvantages of the Laspeyres Index

- Does not take into account changes in consumption patterns or new products
- Can overstate inflation if consumer preferences shift towards lower-priced items
- Can understate inflation if consumer preferences shift towards higher-priced items

Uses of the Laspeyres Index

The Laspeyres Index is used by economists, governments, and businesses to measure inflation and track changes in the cost of living. It is also used to adjust wages, pensions, and other payments that are tied to the cost of living.

Example of the Laspeyres Index

Suppose that the cost of a basket of goods and services in the base period is $100. In a given period, the cost of the same basket is $120. The Laspeyres Index would be:

```
Laspeyres Index = (120 / 100) x 100 = 120
```

This means that the cost of living has increased by 20% since the base period.
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