In: Economics
Year | Nominal GDP | Economic Growth | Workers | GDP Deflator | Capital | Population | CPI | M1 | Inflation (with GDP Deflator) |
2019 | $22,000,000 | 2.10% | 100 | 110 | 20,000,000 | 200 | 300 | $4,000,000 | 1.10% |
2069 | $384,000,000 | 2.80% | 150 | 320 | 60,000,000 | 300 | 1200 | $40,000,000 | 2.90% |
From the numbers in the table, and your last question, what led to the increase in real per capital GDP between 2019 and 2069. Was it an increase in the fraction of the population working, growth in labor productivity, or a combination of both of these? Please show your calculations and include an explanation.
READ GDP= | NOMINAL GDP/GDP DEFLATOR | |||
REAL GDP | WORKERS | LABOR PRODUCTIVITY | POPULATION | |
2019 | 18,181,818.18 | 100 | 181,818.18 | 200 |
2069 | 120,000,000.00 | 150 | 800,000.00 | 300 |
% increase | 560.00 | 50 | 340.00 | 50 |
REAL GDP = 22,000,000/ (110/100)
REAL GDP = 120,000,000/(320/100)
First , calculate the Real GDP using the formula provided.
Th population increased by 50% and so did the number of workers.
Labor Productivity = Real GDP/ Workers. The value implies that each worker is able to produce good and services worth $181,818 in 2019 and in 2065 it increased to $800,000 which is a 340% increase.
From the above calculations it can said that the 560% in the REAL GDP can be attributed to both an increase in the population and the improvement in the labor productivity.