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The exports of visible goods is worth $30 million and the imports of visible goods is $15 million
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- The table below shows the export and import values of automobiles, pharmaceuticals, and clothing in Country A and Country B. Country A Automobiles Exports ($Billions) Imports ($Billions) 20 40 Pharmaceuticals 30 30 40 Clothing Country B Exports ($Billions) Imports ($Billions) Automobiles 0 Pharmaceuticals 40 Clothing 45 The IIT share is zero for in Country A and for O pharmaceuticals; pharmaceuticals O clothing; pharmaceuticals O automobiles: pharmaceuticals Oclothing; automobiles 0 20 40 35 in Country B.What correlation exists between exports and GDP per capita, and imports and GDP per capita?Find the import of goods when the balance of trade are 60 and exports of goods are 20
- 1.3 Using the gravity model calculate the value of trade between country I and J. You can assume: a=b=0.9, c=0.8 and A=0.5The GDP for country I is triple the GDP of country J. Country J GDP is equal to the product of the trading value of all developed countries listed in the given table. The distance between these countries is 28 km.a) Compute the ratio of exports to imports for the total and for eachcategory of goods listed in the table. Add the ratios to the table (you can edit thetable by clicking on it. If by any chance this does not work for you, make yourown table and insert it here)The table gives data for the nation of South Hampton. There are no imports into or exports from South Hampton. Real GDP, Y (billions of 2012 dollars) Consumption expenditure, C (billions of 2012 dollars) Investment, I (billions of 2012 dollars) Government expenditure, G (billions of 2012 dollars) 100 150 150 100 200 200 150 100 300 250 150 100 400 300 150 100 500 350 150 100 600 400 150 100 700 450 150 100 800 500 150 100 900 550 150 100 The equilibrium level of real GDP is A. $600 billion. B. $800 billion. C. $400 billion. D. $500 billion. E. $700 billion.
- explain which policies should be adopted by countries to limit the increase of CO2The following table presents the exports and imports of a country in three categories for the years 2005 and 2010. Categorie Exports (millions $) Imports (millions in $) 2000 2010 2000 2010 Agriculture 51,296 70,912 39,186 65,459 Manufacture 625,894 785,599 1,012,855 1,416,302 Minery 13,479 34,711 135,367 332,500 Construct four matrices, one for each column of the table, whose dimension is 3 x 1. Use two of these matrices to determine matrix E, which will represent the trade balance for the year 2000 and matrix B, which will represent the trade balance for the year 2010. Apply the concepts of matrix algebra to determine the matrix E - F, which will compare both years. Apply the properties of the matrices to determine if the trade balance from…What would be the Export of goods if imports of goods are $90 and balance of trade is $70?