<p>The two charts are consistent in the basic sense that the 2005 values are the same in both, with Croatia about $\$10200$ and Russia about $\$5300$. What happens in other years depends on exchange rates and inflation in the three countries concerned (Croatia, Russia and the United States). </p>

<p>The current USD-based figures are calculated much as you would expect: take the GDP per capita in local currency (kuna in Croatia, rubles in Russia) and covert these to dollars at the exchange rates applying in the different years.</p>

<p>Your question would make sense if the constant USD-based figures were calculated by taking the current USD-based figures and deflating them for price changes in the US since 2005. So the Croatian and Russian numbers current USD-based figures would have been deflated by the same ratios, and if they were to meet in a particular year in one series then they would meet in the same year in the other series.</p>

<p>But they were not calculated that way.  </p>

<p>Instead the constant USD-based figures were calculated by taking the GDP per capita in local currency each year, and were deflated by price changes locally since 2005 to give GDP per capita in constant local currency units, and then converted to dollars using the 2005 exchange rates. Because exchange rates did not match varying relative local price changes in Croatia and Russia compared with the United States, this produces a different result.</p>

<p>There is a way to approach this question to reduce the problem, but that would involve <em>purchasing power parities</em> (PPP) looking at what money can actually buy in different countries rather than market exchange rates, and the statistical invention of the <em>international dollar</em> (not an actual currency) to handle price changes year-to-year. It results in different data again and can lead to different rankings between countries (famously, China would appear to be relatively much richer). Here it would suggest Russia having significantly higher GDP per capita than Croatia since 2011 on a PPP basis, the opposite of your second chart due to the the ruble seeming to have been undervalued in the market exchange rates compared with the kuna in terms of what it can apparently buy locally.     </p>

CC BY-SA 3.0
2017-05-02T08:14:15.357Z
2017-05-02T08:14:15.357Z
Henry
<p>I'm looking at two charts from world bank on GDP per capita for Croatia and Russia - and this is what I get:</p>

<p><a href="https://i.sstatic.net/oPSew.png" rel="nofollow noreferrer"><img src="https://i.sstatic.net/oPSew.png" alt="enter image description here"></a></p>

<p><a href="https://i.sstatic.net/56PS5.png" rel="nofollow noreferrer"><img src="https://i.sstatic.net/56PS5.png" alt="enter image description here"></a></p>

<p>Now, from what I gathered, the first chart should represent nominal gdp and the second one real gdp (in 2005 US$).</p>

<p>Shouldn't the charts look similar, only with different absolute values? I thought that, for example, you could get 2014 real values simply by adjusting nominal values for total inflation between 2005 and 2014. If that inflation was 25%, then 2014 real = 2014 nominal / 1.25 (in 2005 US$).</p>

<p>How come that in the first chart GDP per capita is almost the same in 2014, and in the second one Croatia's GDP per capita is more than 50% larger?</p>

<gdp>
World bank data - GDP per capita current US\$ vs constant 2005 US\$
mrzli
# World bank data - GDP per capita current US\$ vs constant 2005 US\$

(Asked by: username_0 on 2015-09-19)

I'm looking at two charts from world bank on GDP per capita for Croatia and Russia - and this is what I get:

[![enter image description here](https://i.sstatic.net/oPSew.png)](https://i.sstatic.net/oPSew.png)

[![enter image description here](https://i.sstatic.net/56PS5.png)](https://i.sstatic.net/56PS5.png)

Now, from what I gathered, the first chart should represent nominal gdp and the second one real gdp (in 2005 US$).

Shouldn't the charts look similar, only with different absolute values? I thought that, for example, you could get 2014 real values simply by adjusting nominal values for total inflation between 2005 and 2014. If that inflation was 25%, then 2014 real = 2014 nominal / 1.25 (in 2005 US$).

How come that in the first chart GDP per capita is almost the same in 2014, and in the second one Croatia's GDP per capita is more than 50% larger?

**Tags:** gdp

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## 1 answers

### Answer by username_1 on 2017-05-02. Score: 2 | Accepted answer

The two charts are consistent in the basic sense that the 2005 values are the same in both, with Croatia about $\$10200$ and Russia about $\$5300$. What happens in other years depends on exchange rates and inflation in the three countries concerned (Croatia, Russia and the United States).

The current USD-based figures are calculated much as you would expect: take the GDP per capita in local currency (kuna in Croatia, rubles in Russia) and covert these to dollars at the exchange rates applying in the different years.

Your question would make sense if the constant USD-based figures were calculated by taking the current USD-based figures and deflating them for price changes in the US since 2005. So the Croatian and Russian numbers current USD-based figures would have been deflated by the same ratios, and if they were to meet in a particular year in one series then they would meet in the same year in the other series.

But they were not calculated that way.

Instead the constant USD-based figures were calculated by taking the GDP per capita in local currency each year, and were deflated by price changes locally since 2005 to give GDP per capita in constant local currency units, and then converted to dollars using the 2005 exchange rates. Because exchange rates did not match varying relative local price changes in Croatia and Russia compared with the United States, this produces a different result.

There is a way to approach this question to reduce the problem, but that would involve *purchasing power parities* (PPP) looking at what money can actually buy in different countries rather than market exchange rates, and the statistical invention of the *international dollar* (not an actual currency) to handle price changes year-to-year. It results in different data again and can lead to different rankings between countries (famously, China would appear to be relatively much richer). Here it would suggest Russia having significantly higher GDP per capita than Croatia since 2011 on a PPP basis, the opposite of your second chart due to the the ruble seeming to have been undervalued in the market exchange rates compared with the kuna in terms of what it can apparently buy locally.


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