CA Foundation · Quantitative Aptitude · Index Numbers
In constructing a weighted aggregative price index, the Laspeyres method uses which of the following as weights?
Laspeyres price index uses base year quantities as weights. Its formula is Σp1q0 divided by Σp0q0, multiplied by 100. Current year quantities are used by the Paasche index, so they are not the Laspeyres weights.
- ABase year quantitiesCorrect
- BCurrent year quantities
- CAverage of base and current year quantities
- DCurrent year prices
Explanation
Laspeyres price index = (Σp1q0 / Σp0q0) × 100, so the weights are base year quantities q0. Current year quantities are the weights in the Paasche index, and the average of the two quantities is used in the Marshall-Edgeworth index.
Did you get it right without looking?
One question tells you little. A timed set on Index Numbers shows your real accuracy, how long you take and where you lose marks.
More Index Numbers questions
- Index numbers are often described as 'economic barometers'. What does this description mainly convey?
- The wholesale price index (base 2016 = 100) for a commodity group is 125 in 2020 and 150 in 2024. A trader says that prices rose by 25% betw…
- The Consumer Price Index (base 2015 = 100) is 250 for 2024. A worker's salary was ₹30,000 in 2015. Which monthly salary in 2024 would keep h…
- A consumer price index with base 2012 = 100 was discontinued when it read 200 in 2019. A new series with base 2019 = 100 reads 130 in 2023. …
- For a formula, the price index for 2024 with base 2022 is 125. If the formula satisfies the time reversal test, what is the price index for …
- A worker's money wage rose from ₹18,000 in the base year to ₹27,000 in the current year. The consumer price index for the current year is 18…