Consider the following Economy in which only cars and bananas are produced
Year 1
Quantity |
Price |
|
Cars |
1000 |
$100 |
Bananas |
7000 |
$1 |
Year 2
Quantity |
Price |
|
Cars |
980 |
$110 |
Bananas |
9000 |
$0.9 |
Real GDP Year 1 = (Using Year 1's prices)
Real GDP Year 2 = (Using Year 1's prices)
Inflation Rate between Year 2 and Year 1 = (using Chain-Weighting, your answer has to be a percentage - for example +5.2%. Stop at the first decimal) Chain-Weighting means that you need to calculate the average price level in each year using the quantity of goods produced as weights.
Solution:
Solution:
Real GDP Year 1 = $100($1,000) + $1*($7,000)
= $1, 07,000
Real GDP Year 2 = $100*($980) + $0.9*($9000)
= $1,06,100
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