Calculation of GDP purchasing power in the world
in order to easily compare the purchasing power of countries in the world, the US dollar system is generally adopted at present<
If:
the United States sells 4 million dozen meat buns a day, and its GDP of purchasing power meat buns is US $20 million
Japan sells 1 million dozen meat buns a day, and the actual GDP of meat buns at current price is 9.17 million US dollars. However, compared with the United States, the actual consumption of meat buns is only 25% of that of the United States, so it is only 5 million US dollars when converted into GDP of purchasing power meat buns
China sells 30 million dozen meat buns a day, and the actual GDP of meat buns at current price is 19.2 million US dollars. However, compared with the United States, the actual consumption of meat buns is 7.5 times that of the United States, so it should be 150 million US dollars when converted into GDP of purchasing power meat buns< According to the IMF's report in September 2006, the world's top four purchasing power GDP in 2005:
1
2. China is 9412.4 billion US dollars, the second largest in the world
3. Japan is the third largest country in the world with 3910.7 billion US dollars
4. India ranks fourth in the world with us $3633.4 billion
from the above data, in terms of total purchasing power GDP, China has left Japan far behind India, which is 2.59 times that of India and 2.41 times that of Japan. Compared with the United States, it is rapidly approaching, which is 76.66% of the United States
although the data for 2006 are not available yet, according to the preliminary statistics of the China Bureau of statistics, the real growth rate is 10.7%, while the nominal growth rate is 15%. Therefore, it can be predicted that China's total purchasing power GDP in 2006 will exceed US $10500 billion, which will reach more than 82% of that of the United States, further widening the gap with Japan and India< It is further predicted that China's purchasing power GDP in 2010 will exceed that of the United States
here, compare the total purchasing power GDP of Japan and India
in 2005, Japan's total purchasing power GDP was only 7.6% higher than India's, while India's real economic growth in 2006 was more than 9%, while Japan's was only 2%. Therefore, India's GDP in 2006 may surpass Japan's and rank third in the world
the principle of consistency between price data and GDP expenditure data
as the same measurement factor of international comparison of GDP, the price must be consistent with the valuation of various expenditure components of GDP, especially with the valuation of rent, health care, ecation and other non market service expenditure items. In this way, the purchasing power parity obtained through price comparison can completely eliminate the influence of price factors and truly reflect the actual volume. Otherwise, the quantity comparison of GDP converted by purchasing power parity is still affected by some price factors, which will overestimate or underestimate the scale and level of real GDP< The specific method can be divided into three steps:
the first step is to calculate the price ratio of each commodity and service between the comparison countries
the second step is to calculate the price ratio under each basic expenditure category between the comparison countries, namely basic parity. It is the geometric average of the price ratio of each commodity or service under the basic classification. In multilateral comparison, eks method and CPD method are mainly used
the third step is to calculate the comprehensive purchasing power parity above the basic expenditure classification among the comparison countries. It is based on the proportion of GDP basic expenditure classification as the weight, using the Laplace, parsley and Fisher index formula to achieve the weighted average of the basic parity.
in order to easily compare the purchasing power of countries in the world, the US dollar system is generally adopted at present<
If:
the United States sells 4 million dozen meat buns a day, and its GDP of purchasing power meat buns is US $20 million
Japan sells 1 million dozen meat buns a day, and the actual GDP of meat buns at current price is 9.17 million US dollars. However, compared with the United States, the actual consumption of meat buns is only 25% of that of the United States, so it is only 5 million US dollars when converted into GDP of purchasing power meat buns
China sells 30 million dozen meat buns a day, and the actual GDP of meat buns at current price is 19.2 million US dollars. However, compared with the United States, the actual consumption of meat buns is 7.5 times that of the United States, so it should be 150 million US dollars when converted into GDP of purchasing power meat buns< According to the IMF's report in September 2006, the world's top four purchasing power GDP in 2005:
1
2. China is 9412.4 billion US dollars, the second largest in the world
3. Japan is the third largest country in the world with 3910.7 billion US dollars
4. India ranks fourth in the world with us $3633.4 billion
from the above data, in terms of total purchasing power GDP, China has left Japan far behind India, which is 2.59 times that of India and 2.41 times that of Japan. Compared with the United States, it is rapidly approaching, which is 76.66% of the United States
although the data for 2006 are not available yet, according to the preliminary statistics of the China Bureau of statistics, the real growth rate is 10.7%, while the nominal growth rate is 15%. Therefore, it can be predicted that China's total purchasing power GDP in 2006 will exceed US $10500 billion, which will reach more than 82% of that of the United States, further widening the gap with Japan and India< It is further predicted that China's purchasing power GDP in 2010 will exceed that of the United States
here, compare the total purchasing power GDP of Japan and India
in 2005, Japan's total purchasing power GDP was only 7.6% higher than India's, while India's real economic growth in 2006 was more than 9%, while Japan's was only 2%. Therefore, India's GDP in 2006 may surpass that of Japan, ranking third in the world
in addition, virtual machine group buying is super cheap
the following is from the Internet: purchasing power parity (PPP), also known as relative purchasing power index, is a kind of equivalent coefficient between currencies calculated according to different price levels of different countries, which enables us to make a reasonable economic comparison of the GDP of each country, There may be a big gap between the theoretical exchange rate and the real exchange rate
the theory points out that under the condition of balanced foreign trade, the exchange rate between the two countries will tend to be close to purchasing power parity. Generally speaking, this index can only be obtained by examining the prices of many goods according to their relative importance to the economy
PPP exchange rate is more accurate for comparing the living standards of different countries. The current currency exchange rate will mislead people to compare their living standards. For example, if the Mexican Peso depreciates by half against the US dollar, then GDP in US dollars will also halve. But that doesn't mean Mexicans are getting poorer. If the income and price level in Peso remain unchanged, and the imported goods are not important to Mexicans' living standard (because the price of imported goods will double), then the devaluation will not lead to the deterioration of Mexicans' quality of life. If purchasing power parity is used, this problem can be avoided
a simple example of measuring purchasing power parity is the Big Mac index created by the economist. The index compares the selling prices of Big Mac in McDonald's outlets in different countries: if a big Mac costs $4 in the United States and $3 in the United Kingdom, then the PPP exchange rate between the dollar and the pound is $3 = $4. If the exchange rate between us dollar and British pound is 1:1 in this example, then according to the theory of purchasing power parity, the real exchange rate in the future will be close to the purchasing power parity exchange rate
the theory of purchasing power parity (PPP) is a kind of exchange rate determination theory with a very long history. Its theoretical origin can be traced back to the 16th century, and the systematic elaboration of it was completed by Swedish scholar Kassel in 1992. Its basic idea is that the value of money lies in its purchasing power, Therefore, the exchange rate between different currencies depends on their respective purchasing power, so the exchange rate between different currencies depends on the comparison of their purchasing power, that is, there is a direct relationship between the exchange rate and the price level of each country
GDP refers to the value of all the final procts and services proced in the economy of a country or region in a certain period of time (a quarter or a year). Generally, the GDP published is nominal GDP, which is the GDP calculated at the price of that year. For example, in 2008, the southern Blizzard caused a sharp drop in vegetable proction and soaring prices. Suppose a farmer proces a cabbage, which costs 5 yuan in 2007 and 10 yuan in 2008. In fact, the farmer only proced one cabbage this year, but the GDP rose from 5 yuan in 2007 to 10 yuan
the purchasing power of money can be measured by a simple index, that is, the reciprocal of price (1 / P), which is usually used to calculate the price of a basket of goods in social goods and services. Let's simplify here. Let's assume the price of cabbage. Under this assumption, the purchasing power in 2007 is 1 / 5 = 0.2, which means that one yuan can buy 0.2 cabbages; Similarly, in 2008, one yuan could buy 0.1 cabbage, and the purchasing power of money decreased
now let's talk about the relationship between the two, because GDP depends not only on the price P, but also on the output Q. if the price rises less or maintains and the output increases, GDP will still grow. This is the goal of economic development in many countries: rapid economic development and slow price rise. In general, the relationship between GDP and purchased goods can be negative (GDP increases e to rising prices, and vice versa) or positive (GDP increases e to rising output, and vice versa).
countries with GDP ranking in the world http://www.oursolo.org/19641.html
List_ of_ countries_ by_ GDP_( List of GDP of each country_ of_ countries_ by_ GDP_( PPP)
list of countries' GDP (purchasing power parity)
http://www.photius.com/rankings/
2009 national rankings
http://www.finfacts.ie/biz10/globalworldincomepercapita.htm
http://web.worldbank.org/WBSITE/EXTERNAL/DATASTATISTICS/0 ,,contentMDK:20399244~menuPK:1504474~pagePK:64133150~piPK:64133175~theSitePK:239419, 00. HTML
all of these
The formulas are:
31x27, 53x32, 57x41, 22x79, 50x67, 92x37, 43x82, 11x64, 63x72, 21x58, 22x80, 24x35, 19x66, 30x54, 79x20, 83x43, 71x67, 38x85, 88x24, 63x77
Multiplication skills:1, commutative law of multiplication: a * b = b * a
2, associative law of multiplication: a * b * C = (a * b) * C = a * (b * c)
3, distributive law of multiplication: (a + b) * C = a * C + b * C A-b) * C = a * C-B * C2. Pay attention to four problems in vertical multiplication:
1. Align the last digit of two numbers
In order to rece the times of multiplication, the number with more numbers should be written on the top and the number with less numbers should be written on the bottom3. If there is "0" at the end of two numbers, you can only align the last digit of the number before "0" when writing the vertical proct, and finally add the number of "0" shared by two numbers after the vertical proct
In decimal multiplication, the decimal point of the proct should be determined according to the multiple of the decimal
extended data:
every letter in the multiplication formula can generally represent numbers, monomials, polynomials, and some can also be extended to fractions and radicals. Multiplication formula is an important part of integral multiplication. It is of great significance to master multiplication formula accurately and skillfully for learning integral multiplication and other integral operations well. Multiplication formula is the most common and basic formula, from which other formulas can be derived
The square of a polynomial is equal to the sum of the squares of each term, plus twice the proct of each two terms. Most of the formulas can be used not only sequentially (polynomial multiplication), but also reversibly (factorization)