Respuesta :
Answer:
nominal GDP = 15 trillion
nominal GDP = 16.8 trillion
percentage change in nominal GDP = 12%
percentage change in real GDP = 6.67 %
Explanation:
given data
Real GDP in 2012 = $15 trillion
GDP price index 2015 = 105
real GDP in 2015 = $16 trillion
solution
we get here GDP in 2012 that is express as
GDP deflator = [tex]\frac{nominal\ GDP}{real\ GDP}[/tex] × 100 ................1
100 = [tex]\frac{nominal\ GDP}{15}[/tex] × 100
nominal GDP = 15 trillion
and
nominal GDP in 2015 that is
105 = [tex]\frac{nominal\ GDP}{16}[/tex] × 100
nominal GDP = 16.8 trillion
and
now we get percentage increase in nominal GDP is
nominal GDP = [tex]\frac{nominal\ GDP(current) -Nominal\ GDP(initial)}{Nominal\ GDp(initial)}[/tex] × 100 .....................2
nominal GDP = [tex]\frac{16.8-15}{15}[/tex] × 100
percentage change in nominal GDP = 12%
and
percentage change in real GDP is
percentage change in real GDP = [tex]\frac{real\ GDP(current) -real\ GDP(initial)}{real\ GDp(initial)}[/tex] × 100 .....................3
percentage change in real GDP = [tex]\frac{16-15}{15}[/tex] × 100
percentage change in real GDP = 6.67 %
The nominal GDP in 2012 is $15 trillion, the nominal GDP in 2015 is $16.8 trillion, and the percentage change in nominal GDP in 2012 is 12%, and the percentage change in real GDP in 2015 is 6.67 %.
What is the real GDP?
GDP means the Gross Domestic Product, It is a monetary measurement of the market value of every final goods and service created in a limited time period by countries.
According to the above situation,
Real GDP in 2012 = $15 trillion
GDP price index 2015 = 105
Real GDP in 2015 = $16 trillion
Computation of the GDP and the rate of percentage:
The GDP in the year 2012 are:
GDP Deflatlator:
[tex]=\frac{\text{Nominal GDP}}{\text{Real GDP}} \times 100\\\\100=\frac{\text{Nominal GDP}}{15}\times 100\\\\{\text{Nominal GDP}} = 15 \text{trillion}[/tex]
and,
The GDP in the year 2015 are:
[tex]=\frac{\text{Nominal GDP}}{\text{Real GDP}} \times 100\\\\105=\frac{\text{Nominal GDP}}{16}\times 100\\\\{\text{Nominal GDP}} = 16.8 \text{trillion}[/tex]
Then,
Now, the percentage increase in nominal GDP in 2012 is:
[tex]\text{Nominal GDP} =\dfrac{\text{Current Nominal GDP- Initial Nominal GDP}}{\text{Initial Nominal GDP}}\times100\\\\\\\text{Nominal GDP}= \dfrac{16.8-15}{15}\times100\\\\[/tex]
The percentage change in nominal GDP in 2012 is 12%.
The percentage increase in nominal GDP in 2015 is:
[tex]\text{Nominal GDP} =\dfrac{\text{Current Nominal GDP- Initial Nominal GDP}}{\text{Initial Nominal GDP}}\times100\\\\\\\text{Nominal GDP}= \dfrac{16-15}{15}\times100\\\\[/tex]
Percentage change in nominal GDP in 2015 is 6.67%
Therefore, the percentage change in nominal GDP in 2015 is 6.67%.
Learn more about the real GDP, refer to:
https://brainly.com/question/14034620