If the quantities of base time period are taken as weights, the weighted aggregative price index is called Laspeyres price index. This method of calculating price index is also called base year quantity weight method. The appropriateness of laspeyres price index depends upon the quantities purchased during the base year. If the base period quantities are reasonable weights to apply to all time periods then the calculation of this index is appropriate. On the other hand if relative quantities change significantly from those in the base period then the calculation of this index is inappropriate. This index can be calculated by using the formula given below.
Here,
Pn is the price of commodity in current year and Po is the price of commodity in base
Qo is the quantity of commodity in base
Problem A: Calculate price index using laspeyres formula. Take 1980 as base year.
Solution:
Problem B: Calculate price index using laspeyres formula. Take 1995 as base year.
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Fine this is important channel of where our ideas will be exchanged through laypeyres price and quantities.
keep up !
easily understood
thank you
What is the current defination of laspyers, that is defined from 2000 till date?
What can someone consider before chosen a specific year as the base year pls?
thanks, very helpful
There is a problem,if there are 3 are given then how will it be calculated.... please respond as possible
Is it necessory to use first box sir
?
If its up to 4 i guess will it be solve still using the told year as base year for everything
Thanks it was helpful for my assignment
Thanks for the article it really helped me