A certain country's GDP (total monetary value of all finished goods and services produced in that country) can be approximated byg(t) = 2,000-420e 0.07t billion dollars per year (0 ≤t≤ 5),where t is time in years since January 2010. Find an expression for the total GDP G(t) of sold goods in this country from January 2010 to time t. HINT: [Use the shortcuts.]G(t) =Estimate, to the nearest billion dollars, the country's total GDP from January 2010 through June 2014. (The actual value was 7,321 billion dollars.)Xbillion dollars

Approach to solving the above question: To solve this problem, we need to find an expression for the…

Answered: A certain country's GDP (total monetary…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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The following table shows the U.S. gross domestic product (GDP) G, in trillions of dollars, as a function of the year t. t = Year 2004 2010 2014 G = GDP(trillions of dollars) 11.87 14.66 17.42 (a) Explain in practical terms what G(2010) means. The expression G(2010) is the year when the U.S. gross domestic product had a value of 11.87 trillion dollars.The expression G(2010) is the gross domestic product in trillions of dollars, multiplied by 2010. The expression G(2010) is the average of G(2004) and G(2010).The expression G(2010) is the U.S. gross domestic product in trillions of dollars in the year 2010. Find G(2010).$ trillion(b) Use functional notation to express the gross domestic product in 2012, and estimate that value. (Round the estimated value to two decimal places.) G = $ trillion(c) What is the average yearly rate of change in G from 2010 to 2014? (Round your answer to two decimal places.)$ trillion(d) Use your answer from part (c) to…
Consider the following data on U.S. GDP: Year Nominal GDP GDP Deflator (Billions of dollars) (Base year 2009) 2016 18,707 105.93 1996 8,073 73.18 The growth rate of nominal GDP between 1996 and 2016 was , and the growth rate of the GDP deflator between 1996 and 2016 was . (Hint: The growth rate of a variable XX over an NN-year period is calculated as 100×((XfinalXinitial)(1N)−1)100×XfinalXinitial1N−1) Measured in 2009 prices, real GDP was billion in 1996 and billion in 2016. (Note: Select the answers closest to the values you compute.) The growth rate of real GDP between 1996 and 2016 was . The growth rate of nominal GDP between 1996 and 2016 was than the growth rate of real GDP.
If the GDP per capita of a country doubles every one hundred years, the shape of its graph on a linear scale graph and a ratio scale graph are: Linear scale graph Ratio scale graph An upward-sloping curve with (a) increasing slope (called convex An upward-sloping straight line shape) (b) An upward-sloping straight line A straight horizontal line An upward-sloping curve with (c) | An upward-sloping straight line decreasing slope (called concave shape) An upward-sloping convex (d) An upward-sloping convex curve curve Select one: а. а) O b. b) С. с) O d. d)
The figure below graphs log GDP for periods t = 1, t = 2, t = 3, t = 4, and t = 5. log GDP log 115. log 110. log 108 log 105 log 100 2 3 4 5 time (a) Calculate the rate of growth of GDP between periods 2 and 3. (b) Calculate the slope of the red line in the figure. (c) What is the geometric average rate of growth of GDP between time 1 and time 5?
2) The Penn World Table includes several GDP figures. Suppose that you want to compare the standard of living in the Netherlands in 1985 with that of Poland in 2015. Which type of GDP is the best choice? a) CGDP° per capita, b) RGDP° per capita. c) RGDPN^ per capita. d) CGDP° per capita. 3) The Penn World Table calculates world prices in dollars by writing equations for the prices in which they suppose that they know a) the current exchange rates b) the nominal GDPs C) the real GDPs. d) the purchasing power parity exchange rates.
The developing economies' share of the global gross domestic product (GDP) from 2003 to 2017 is shown in the following table. Year Share(% of GDP) Year Share(% of GDP) 2003 20 2011 35 2004 22 2012 38 2005 23 2013 39 2006 27 2014 40 2007 28 2015 41 2008 31 2016 42 2009 31 2017 43 2010 33 (a) Find the quadratic function that best models the developing economies' share of the global GDP as a function of the number of years after 2000. (Round all numerical values to four decimal places.)y(x) = (b) Use technology to find the maximum share of GDP that the developing economies can achieve, according to this model. (Round your answer to one decimal place.) The model predicts that in the year ---Select--- 2005 2010 2017 2027 2030 , developing economies reach their maximum share, %, of the GDP.
As of January 11th 2024, determine GDP for the US for the last four quarters and determine the percent changes.
When taking GDP on a global scale into consideration, two concerns become immediately obvious. When comparing GDPs, can these elements be taken into consideration, and if so, what precisely are they?
Next, consider an economy with these equations: C = 2060 + 0.85Yd, | = 1420, G = 1220 - 0.02Y, X = 1480, M = 1525, and T = -1198 + 0.17Y
As per the World Bank, Philippine Real GDP (constant 2015 prices) was at around 396,220,000,000 USD in 2019. Meanwhile the GDP deflator for 2015-2019 is given as follows: Year Deflator 2015 100.00 2016 101.29 2017 103.66 2018 * 107.53 2019 108.28 Given this information, compute for the Nominal GDP for the Philippines in 2019.
Real-Time Data Analysis Exercise The following table shows the values for real potential GDP and real GDP for the past five years. *Real-time data provided by Federal Reserve Economic Data (FRED), Federal Reserve Bank of Saint Louis. Given this information, calculate the output gap for each year by calculating the percentage difference between real GDP and potential GDP. (Enter your responses as percents rounded to two decimal places. Include a minus sign if necessary.) Year 2018 2019 2020 2021 2022 Real Potential GDP ($ billions) 18,788 19,163 19,524 19,865 20,224 Real GDP ($ billions) 18,609 19,036 18,509 19,610 20,015 Output Gap (%)
The price and quantity data for Year 1 and Year 2 are as follows: Bread Butter 100 Year 1 Quantity 50 Year 1 Price 1 1 Year 2 Quantity 80 120 Year 2 Price 1.25 1.60 What is the ratio of real GDP in year 2 to real GDP in year 1, using year 1 as the base year?

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