How To Calculate Annualized Gdp Growth Rates 12 Steps

GDP figures are generally made available on a quarterly basis. To calculate the “annualized” GDP growth rate specifically, use data for the full year, not just a selected quarter. This figure is always called the “growth” rate and uses a single formula, regardless of whether the GDP is increasing or decreasing. If the value of the GDP increases from one year to the next, the formula will produce a positive result. If the result is negative, the value is dropping, and you can say that there has been “negative growth” over the selected time period. You can use it to compare the performance of a country to other countries. [4] X Expert Source Jonathan DeYoe, CPWA®, AIF®Author, Speaker, & CEO of Mindful Money Expert Interview. 15 October 2020. But it has its limitations. Many economists suggest including measures of well-being among the current measurements to determine the absolute and relative success of a country. [5] X Expert Source Jonathan DeYoe, CPWA®, AIF®Author, Speaker, & CEO of Mindful Money Expert Interview. 15 October 2020.

Visit the BEA website at http://www. bea. gov. From the home page, you can see numerous links to National GDP, Regional GDP, and a wide variety of press releases and data releases. For the annual GDP for the country, choose the link to “GDP. ” You will be directed to a spreadsheet that contains the GDP, broken down by year and quarter for approximately the last 100 years.

If the GDP is reported quarterly, add together the four quarters for the year to find the annual GDP. For example, the BEA reports quarterly GDP data for the U. S. For the years, 2015 and 2016, add the quarters together as follows to find the annual GDP of each year. The data shown here is reported in terms of billions of dollars: 2015 GDP=$17,783. 60+$17,998. 30+$18,141. 90+$18,222. 80=$72,146. 60{\displaystyle {\text{2015 GDP}}=$17,783. 60+$17,998. 30+$18,141. 90+$18,222. 80=$72,146. 60} 2016 GDP=$18,281. 60+$18,450. 10+$18,675. 30+$18,860. 80=$74,267. 80{\displaystyle {\text{2016 GDP}}=$18,281. 60+$18,450. 10+$18,675. 30+$18,860. 80=$74,267. 80}

Rate=Final GDP−Initial GDPInitial GDP{\displaystyle {\text{Rate}}={\frac {{\text{Final GDP}}-{\text{Initial GDP}}}{\text{Initial GDP}}}} For the example of calculating the annual growth rate from 2015 to 2016, insert the figures as follows: Rate=Final GDP−Initial GDPInitial GDP{\displaystyle {\text{Rate}}={\frac {{\text{Final GDP}}-{\text{Initial GDP}}}{\text{Initial GDP}}}} Rate=$74,267. 80−$72,146. 60$72,146. 60{\displaystyle {\text{Rate}}={\frac {$74,267. 80-$72,146. 60}{$72,146. 60}}} Rate=0. 02940{\displaystyle {\text{Rate}}=0. 02940}

For example, again using the data from 2015 to 2016, the calculation produced a result of 0. 02940. Convert this to a percentage as follows: 0. 02940∗100%=2. 940%{\displaystyle 0. 02940*100%=2. 940%} Thus, you can report that the annualized growth rate of the U. S. GDP from 2015 to 2016 is 2. 940%. Because the figure is positive, the GDP is improving over that time period.

You can use and manipulate the data in any way you wish, as long as you define your calculations appropriately. For example, you might want to measure a short-term GDP growth from the third quarter of 2016 to the fourth quarter of 2016. Alternatively, you might want to compare the third quarter of 2015 to the third quarter of 2016. Note that, while this is a measure of data from two different years, this is not an annualized calculation. It is a comparison of a specific portion of each year, perhaps to determine whether the time of year has any impact on spending or production. Finally, someone studying long range changes in economies might even want to compare decades. For example, you could compare the GDP from 1980-1989 to the GDP from 1990-1999. You would do this by adding together the GDPs of the ten individual years.

While you can measure quarters, years, decades or any other period you wish, you must be consistent. For example, it would be meaningless to compare the GDP of one quarter of a year, to the GDP of another full year. Suppose, for example, you wish to find the growth rate of the GDP from the third quarter of 2016 ($18,675. 30) to the fourth quarter of 2016 ($18,860. 80). The calculation would be as follows: Rate=Final GDP−Initial GDPInitial GDP{\displaystyle {\text{Rate}}={\frac {{\text{Final GDP}}-{\text{Initial GDP}}}{\text{Initial GDP}}}} Rate=$18,860. 80−$18,675. 30$18,675. 30{\displaystyle {\text{Rate}}={\frac {$18,860. 80-$18,675. 30}{$18,675. 30}}} Rate=0. 009933{\displaystyle {\text{Rate}}=0. 009933}

For the final two quarters of 2016, this calculation is: 0. 009933∗100%=0. 9933%{\displaystyle 0. 009933*100%=0. 9933%} You would report that the GDP increased by 0. 9933%, or almost 1% over the given two quarters.

Just as you need to define a location if you want to calculate GDP growth rates, you also need to understand what location is being represented when you read GDP data.

Expenditures approach. This method calculates the sum of expenditures by final consumers of products. The traditional formula when calculating GDP in this way is: GDP = Consumption + Investment + Gov’t Spending + (Exports - Imports) Income approach. Less commonly used, this method accounts for all the incomes earned and costs incurred in the country’s production. Value-added approach. This calculation measures the total sales of an area minus the value of services or supplies added during the course of production. This approach is regularly used in measuring U. S. industrial production.

Consumption. This first term accounts for personal consumption expenditures, which is basically the total amount of money that the population spends over the selected time period. The BEA breaks this down into two subcategories of goods and services. Goods are concrete items that can be bought and sold, and services are payments for other people’s labor or expertise. Investment. The investment figure constitutes the total of purchases that businesses make in the process of creating their products. This would include purchases of all supplies used in production as well as new equipment or machinery used to expand production. The investment category also includes materials used in residential construction projects. Government Spending. This item tracks what the government of the chosen region or country actually spends over the selected time period. Values are calculated at the prices that the government actually spends on items as diverse as office equipment, building supplies for government projects or weapons and items for the military. Net exports. Some formulas for GDP include a single term of “net exports,” while others will incorporate two terms, exports and imports. As long as both are included, the result will be the same. The calculation is to add all exports to the GDP and deduct the value of all imports. The net is the positive growth for the GDP. [15] X Research source

For example, the BEA reports the following figures for the fourth quarter GDP of 2016 (figures are in billions of dollars): Consumption = $12,980. 40 Investment = $3,106. 50 Government = $3,312. 10 Net exports = -$538. 30 GDP = $18,860. 70