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IkemAnsari IkemAnsari
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11 years ago
I have a table where it's got years, retail prices of gasoline per gallon and CPI listed in colums, respectively.  I need to find the price of gasoline in 1960 in 1983 (base year) dollars where the retail price of $0.31 and the CPI is 30.  

If you could explain your answers that would be amazing!
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wrote...
11 years ago
You should use the base year = 100 or 1 for CPI, and then calculate the price in the year you want. For example, gas price in 1960=x, CpI=100, the gas price in 1983 which CPI=y will be (y multiplied by x)/100.
wrote...
11 years ago
You use the formula:

Gas Price (in 1960)  x  CPI (in 1983) / CPI (in 1960)

So if the CPI in 1983 is 250, then the price of gas in 1960 in 1983 dollars is:

$0.31   x   250  /  30

I don't know what the cpi for 1983 is so you would have to change your formula to reflect this.
wrote...
11 years ago
Just divide the price by the CPI to get price in base year dollars.  The question states that 1983 is the base year, so you are using CPI = 100 for the dollars you are converting to.

1960 price = $0.31; 1960 CPI = 30 (when you divide, move the decimal back 2 spaces because base year = 100)

$0.31/.3 = $1.03 1/3

This would be the 1960 price of gasoline stated in 1983 dollars.

Another way to look at it: to equate 1960 prices to 1983 prices, divide each year's price by it's CPI and set them equal.  Then you have the formula to solve:

$0.31/30 = x/100
31=30x
x=31/30
x=$1.03.......
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