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The consumer price index is a fixed-weight index

Question # 00578131
Subject: Economics
Due on: 08/24/2017
Posted On: 08/24/2017 08:49 AM

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Calculating percentage change in an index

The consumer price index is a fixed-weight index. It compares the price of a fixed bundle of goods in one year with the price of the same bundle of goods in some base year. Calculate the price of a bundle containing 200 units of good X, 150 units of good Y, and 100 units of good Z in the years 2011, 2012, and 2013. Then answer the question below.
Goods Quantity Consumed Prices 2011 Prices 2012 Prices 2013
X 200 $1.00 $0.95 $1.15
Y 150 1.50 1.55 2.00
Z 100 3.00 2.95 3.00

Convert the results into an index by dividing each bundle price figure by the bundle price in year 2011
Calculate the percentage change in your index between 2011 and 2012, and again in between 2012 and 2013.

Tags index fixedweight price consumer price bundle index year 0 units 1 good percentage change 2 goods 2013x200100 2012prices prices consumedprices 115y150150155200z100300295300 convert 2011calculate figure dividing results belowgoodsquantity question consumer containing calculate base calculating years

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The consumer price index is a fixed-weight index

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Posted On: 08/24/2017 08:52 AM
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