Suppose the GDP deflator was 110 in 2017 and 115 in 2018. If nominal GDP is $100 billion in 2001 and $110 billion in 2002, then the growth rate of real GDP in 2018 is equal toCorrect! 5.2% -4.3% 5.5% -0.6%
Question
Suppose the GDP deflator was 110 in 2017 and 115 in 2018. If nominal GDP is 110 billion in 2002, then the growth rate of real GDP in 2018 is equal toCorrect! 5.2% -4.3% 5.5% -0.6%
Solution
The question seems to be a bit confusing as the years mentioned do not match. However, I'll explain how to calculate the growth rate of real GDP given the GDP deflator and nominal GDP.
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First, calculate the real GDP for each year using the formula: Real GDP = Nominal GDP / (GDP Deflator / 100)
If we assume the years 2001 and 2002 are actually 2017 and 2018, then:
Real GDP in 2017 = 90.91 billion Real GDP in 2018 = 95.65 billion
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Next, calculate the growth rate of real GDP from 2017 to 2018 using the formula: Growth Rate = [(Real GDP in 2018 - Real GDP in 2017) / Real GDP in 2017] * 100%
Growth Rate = [(90.91 billion) / $90.91 billion] * 100% = 5.2%
So, the growth rate of real GDP in 2018 is 5.2%.
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