Use the following table to calculate GDP price deflator in 2019 and 2020 and the change in the overall price level from 2019 to 2020. You will need to round your answer to the nearest whole number. GDP      2019      2020      Nominal GDP      $26 000      $28 000      Real GDP $21 000 $22 000 (b) Consider an economy only producing two goods: pen and bread in both Year 1 and Year 2. Can the Real GDP of this economy increase between Year 1 and Year 2, while the Nominal GDP decreases or remains the same? Explain your answer with a numerical example.

The following table contains nominal and real GDP​ data, in billions of​ dollars, from the U.S. Bureau of Economic Analysis for 2013 and 2014. The data is listed per​ quarter, and the real GDP data was calculated using 2009 as the base year. Fill in the columns for the GDP deflator and for the percent increase in price level. ​ (Round your responses to two decimal places!) Quarter Nominal GDP Real GDP GDP Deflator Percent Increase in Price Level (%) 2013 Q1 16,502.40 15,538.40 106.20 ---- 2013 Q2 16,619.20 15,606.60 ? ? 2013 Q3 16,872.30 15,779.90 ? ? 2013 Q4 17,078.30 15,916.20 ? ? 2014 Q1 17,044.00 15,831.70 ? ? 2014 Q2 17,328.20 16,010.40 ? ? 2014 Q3 17,599.80 16,205.60 ? ? 2014 Q4 17,703.70 16,294.70 ? ? Please explain how to solve the empty columns thank you!

The table below presents a brief summary of City A’s total spending, local GDP, and population changes. Read the table and answer the following questions.                   2010 2020 Total spending ($ million) 89 104.12 Local GDP ($ millions) 110 134 Population 50,000 56,275 CPI deflators (2012=1) 0.96 1.05   Calculate % change for City A’s total spending from 2010 to 2020 in current dollars. *Results round to the nearest 2 decimal places.  Calculate % change for City A’s total spending from 2010 to 2020 in constant dollars. *Results round to the nearest 2 decimal places.  Why does % change calculated from constant dollars differ from % change calculated from current dollar? Calculate per capita spending in 2010 and 2020, respectively, using constant dollars. *Results round to the nearest dollar.  2010 per capita spending: 2020 per capita spending: Calculate the compound annual growth rate of per capita spending from 2010 to 2020…

The table below shows the price of inputs and the price of outputs at each step in the production process of making a shirt. Assume that each of these steps takes place within the country. Inputs Value of output Cotton Farmer $0 $1.40 Fabric Maker $1.40 $3.95 to GDP Instructions: Round your answers to two decimal places. a. Using the standard expenditure method, the total contribution of this shirt to GDP is: $ b. If we use a value-added method (i.e., summing the value added by producers at each step of the production process, equal to the value of output minus the price of inputs), the contribution of this shirt to GDP is: c. If we mistakenly added the price of both intermediate inputs and final outputs without adjusting for value added, we would find that this shirt contributes: Sewing and Printing $3.95 $18.60 This overestimates the true contribution by: $ J.