Find the index number by using weighted average of price relative method where the price per unit of the commodities A, B, C and D for the current year and base year $2015$ is as follows.

Commodities	Price per unit for the current year	Price per unit for the year $2015$	Weights
A	$25$	$20$	$20$
B	$33$	$30$	$15$
C	$42$	$35$	$8$
D	$30$	$25$	$12$

 

The weighted aggregative price index numbers for $2001$ with $2000$ as the base year using Paasche's Index Number is: 

The weighted aggregative price index numbers for $2001$ with $2000$ as the base year using Marshal - Edgeworth Index Number is:

The weighted aggregative price index hymbers for $2001$ with $2000$ as the base year using Fisher's Index Number is

Compute price index for the following data by applying weighted average of price relative method using arithmetic mean

 Construct Laspeyre’s index for the following data taking 2014 as base year

Compute price index for the following data by applying weighted average of price relative method using geometric mean.

From the data given, in problem. Obtain the following Compute Index number using Fisher’s formula and show it satisfies time reversal test and factor reversal test

Construct Paasche’s index for the following data taking 2014 as base year

Compute Paasche’s index numbers for the 2000 from the following table(Answer up to three decimal values)

Construct the price indices from the following data by applying Fisher ideal number by taking 2010 as the base year

Construct Marshall-Edgeworth index for the following data taking 2014 as base year

Construct the price indices from the following data by applying Lapeyre’s method

Construct the price indices from the following data by applying Paasche’s method