Answer: The percentage change in GDP over this time period is about 4.14%.
Explanation:
Given: The approximate nominal GDP in 2010 = $14.5 trillion
The approximate nominal GDP in 2011 = $15.1 trillion
Now, the change in GDP over this period =
![\text{$15.1 trillion-$14.5 trillion=$0.6 trillion}](https://img.qammunity.org/2020/formulas/mathematics/high-school/1kog0k8dkvrneeej0didtpp2spx73ynbdd.png)
The percentage change in GDP over this time period will be :
![\frac{\text{change in GDP }}{\text{GDP in 2010}}*100\\\\=(0.6)/(14.5)*100=4.1379310\approx4.14\%](https://img.qammunity.org/2020/formulas/mathematics/high-school/hoolojco2h49snxxxzei40q79zlynltzy3.png)
Hence, the percentage change in GDP over this time period is about 4.14%.