1800 | 2778 |
1801 | 2743 |
1802 | 2832 |
1803 | 2911 |
1804 | 3036 |
1805 | 2938 |
1806 | 3009 |
1807 | 3018 |
1808 | 3187 |
1809 | 3204 |
1810 | 2956 |
1811 | 2858 |
1812 | 2920 |
1813 | 3000 |
1814 | 3036 |
1815 | 2903 |
1816 | 2858 |
1817 | 2885 |
1818 | 3107 |
1819 | 3080 |
1820 | 3080 |
1821 | 3027 |
1822 | 3062 |
1823 | 3089 |
1824 | 3169 |
1825 | 3125 |
1826 | 3213 |
1827 | 3160 |
1828 | 3125 |
1829 | 3116 |
1830 | 3071 |
1831 | 3178 |
1832 | 3204 |
1833 | 3222 |
1834 | 3249 |
1835 | 3338 |
1836 | 3098 |
1837 | 3018 |
1838 | 3062 |
1839 | 3036 |
|
year and Real gdp per capita
1.Compute the average growth rate of GDP per capita for the whole period. Hint: use the formula provided in equation
2. Now let’s try to find subperiods with seemingly very different
growth rates. However try to avoid detecting short deviations from
the long run trend – growth is about centuries, half centuries,
definitely not about 2-4-6 years long sub-periods. Usually no more
than 3 periods are enough, however for most of the countries there
are only 2 very different sub-periods.
Hint: The graph helps you to identify subperiods with seemingly
different growth rates. Explanation: in your graph the slope of the
data series is approximately the average growth rate. Find these
subperiods (like 3-5 subperiods, not more) and calculate the
average growth rates for these subperiods as well.
here's what I've down so far, I don't know how to generate a graph. I apologize for posting this and I feel guilty, but the distance learning really lack support from professors, my TA downloaded this complex assignment and expect us to figure out by ourselves... The table I've provided is incomplete coz Chegg does not allow me to do the whole thing so if you can explain in detail for these two questions, I will look carefully and learn as much as I can and apply it to the actual work. Whoever you are, you're saving my higher education!
gItaly= |
(10.41-7.929)/(2016-1800) |
2.481/216=0.01148148 |
Q1) The average growth rate is given by : (ln(GDP in last year) - ln(GDP in the first year)) /(total number of years)
In the data provided we get: (ln(3036) - ln(2778)) / 40 (ln is the natural log)
= 0.0022 = 0.22%
Q2) For this part, just draw a simple line graph on excel using your complete data ) years on x axis and GDP on y axis). You will see an upward sloping curve. The trend will be visible. There will be some years where the GDP is increasing or decreasing too much from the trend (for instance 2008-09). Those years are what is being asked as short deviations.
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