The Consumer Price Index
The Consumer Price Index represents the average price of goods that households consume. Many thousands of goods are included in such an index. Here consumers are represented as buying only food (pizza) and gas as their basket of goods. Here is a representation of the kind of data Bureau of Economic Analysis collects to construct a consumer price index. In the base year, 2008, both the prices of goods purchased, and the quantity of goods purchased are collected. In subsequent years, only prices are collected. Each year, the agency collects the price of that good and construct an index of prices that represents two exactly equivalent concepts. How much more money does it take to buy the same basket of goods in the current year than in the base year? How much the purchasing power of money has declined, measured in baskets of goods, in the current year, form the base year?
The data: In an average week in 2008, the Bureau of Economic Analysis surveys many consumers and determines that the average consumer purchase 2 pizzas and 6 gallons of gas in a week. The price per pizza and per in subsequent years are found below. Prices change over time:
Year |
Prices of P pizza |
Price of gas |
2008 |
$10 |
$3 |
2009 |
$11 |
$3.30 |
2010 |
$11.55 |
$3.47 |
2011 |
$11.55 |
$3.50 |
2012 |
$11.55 |
$2.50 |
2013 |
$11.55 |
$3.47 |
You would find it helpful to fill in the table below.
Year |
2008 = 100 |
Inflation Rate |
2008 |
100 |
|
2009 |
110 |
10 |
2010 |
115.58 |
5.58 |
2011 |
116.05 |
.47 |
2012 |
100.26 |
-15.79 |
2013 |
115.58 |
15.32 |
Year |
2013 = 100 |
Inflation Rate |
2008 |
||
2009 |
||
2010 |
||
2011 |
||
2012 |
||
2013 |
100 |
Why are the inflation rates ( slightly ) different in part d, and part i?
(I just need the answers for f through i )
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