Calculate the chain-weighted Real GDP for Year 3, using Year 1 as the base year. Here are all the combinations needed (using fixed-weight GDP for a given base): Year 1 GDP Year 2 GDP Year 3 GDP Base Year Base Year Base Year 1 2 3 110 100 130 80 100 urthermore, the chain-weighted growth rate between Year 1 and Year 2 is 7.7783%. Your answer must have four decimal places! t) Suppose the Real GDP for Year 3-150. What is the GDP deflator in Year 3, and what does it say about the price level since Year 1?
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- Year Real GDP Nominal GDP 2019 $15,292.67 $17,081.38 2020 $17,822.90 $18,350.11 2021 $18,521.37 $19,397.19 Refer to the table above. What is the growth rate in real GDP from 2020 to 2021? Answer this as a percentage and round your answer to two digits after the decimal without the percentage sign. ex. If you found the rate to be 5.125%, answer 5.13.Nominal GDP (billions of cunent $) GDP defatar Population growth 101% Date 2007 $14,0618 10630 2008 143691 10n.62 0.93% 2009 14,129.0 109.61 2010 14,660.4 0S0% Use the data in the table above to calculate the economic growth rate for the United States from 2008 to 2009. Give your answer to two decimals. Note that all data is from the end of the year specified.Level of GDP in year 0 equals 100. In the next four years rate of nominal annual GDP growth is stable and equals: 7% What will be nominal and real GDP after these four years? GDP deflator in these years is equals 120, 80, 120 and 75
- Suppose that the GDP of California increases by 8.0% each year. How long will it take for the GDP of California to double? Round your answer to one digit after the decimal. duration for California's GDP to double: Suppose that the GDP of Oregon today is exactly twice what it was 17 years ago. What was the average annual growth for Oregon over this time period? Round your answer to one digit after the decimal. average annual growth for Oregon: years % each yearThe country of Economica's GDP deflator and nominal GDP in three different years are shown in the table. Year Nominal GDP GDP Deflator year 1 $25128 122 year 2 $54566 108 year 3 $30967 100 The base year, i.e. the base period, is Year 3. For years 1-3, please obtain the real GDP. Round your answers to the nearest dollar. What is the real GDP for year 1? real GDP: $ What is the real GDP for year 2? real GDP: $ What is the real GDP for year 3? real GDP: $Is it possible to figure out nominal GDP and real GDP of each three years with no price or quantity given? There is an economy that only produces one good, in year x the quantity is Qx and price is Px. Assuming year 1 is the base year and three years of economic activity. But if there is no price or quantity given i'm unable to do the calculations?
- Spain's current real GDP (YO) is €326 billion, and grows at a constant rate of 1.1%. Portugal's current real GDP is smaller (€55 billion), but they are experiencing a constant 4.8% growth rate. Part a) Calculate the real GDP for both countries 30 years, 50 years and 70 years from now. Allow the calculator to carry decimals in your intermediate calculations, but round GDP to the nearest billion Euro. Use these rounded values throughout the rest of the problem. Part b) Calculate the percentage difference in real GDP between the two countries for each 20-year interval. Report your answer in percentage form, rounded to the nearest integer. Part c) Suppose Portugal's goal is to catch up to Spain's GDP in 25 years. What growth rate must they sustain each year if they are to accomplish their goal? Express your answer as a percentage, rounded to one decimal place.A country's nominal GDP was 10 billion euros in year 2000. In the next ten years, nominal GDP increased by 2 % per year and prices incrcased 1,2 % per year. What was the annual growth rate (%) of real GDP in this 10-year period? Knowing this growth rate, what was real GDP in year 2010 using constant prices (base year 2000)?In this section we looked at the growth rate formula for measuring the average annual growth rate of a variable, such as the CPI, the GDP deflator, or real GDP. It can be used for any two years, which may be years apart. For example, in the worksheet you computed the average annual rate of inflation from 1920 to 2020. If you use the growth rate formula for a variable one year apart, do you get the same value as you do with the percentage change formula? Hint: Say that real GDP grew from $20.0 trillion one year to $20.4 trillion the next year. Do both the percentage change and the growth rate formulas give you the same answer? yes no
- Gross Domestic Product The U.S. gross domesticproduct (GDP) (in trillions of dollars) for selectedyears from 2005 and projected to 2070 can be modeled by y = 0.116x2-3.792x + 45.330, where xis the number of years after 2000. During what yearsbetween 2005 and 2070 was the gross domestic product no more than $23.03 trillion?Macmillan Learning Suppose that the GDP of California increases by 12% each year. How long will it take for the GDP of California to double? Round your answer to one digit after the decimal. duration for California's GDP to double: Suppose that the GDP of Oregon today is exactly twice what it was 22 years ago. What was the average annual growth for Oregon over this time period? Round your answer to one digit after the decimal. average annual growth for Oregon: years % each yearChapter 5: Chain-type growth rate, GDP deflator, Consumer Price Index (CPI), and Inflation Product Quantity Price Year 1 Cereal 1,000 $1.00 Beef 700 $2.00 Doughnuts 600 $0.50 Year 2 Cereal 1,400 $1.10 Beef 600 $2.50 Doughnuts 500 $0.75 If year 1 is the base year, what is the constant-dollar real growth rate from year 1 to year 2? If year 2 is the base year, what is the constant-dollar real growth rate from year 1 to year 2? If year 1 is the base year, what is the GDP deflator in year 2? If year 1 is the base year, what is the consumer price index (CPI) in year 2? If year 1 is the base year, what is the inflation rate between year 1 and 2?