SOLUTION: PICTURE FOR PROBLEM https://imagizer.imageshack.com/img924/5244/Jq14To.jpg
In a year in which the industrialized countries grow 4%, what would one predict for the least deve
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In a year in which the industrialized countries grow 4%, what would one predict for the least deve
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Question 1196833: PICTURE FOR PROBLEM https://imagizer.imageshack.com/img924/5244/Jq14To.jpg
In a year in which the industrialized countries grow 4%, what would one predict for the least developed countries?
In one year, the industrialized countries experienced a 1.75% growth, while the least developed countries grew at a rate of 4.17%. Is this more or less than what would have been predicted?
The predicted growth rate is
What is the residual for the year in the previous step?
You can put this solution on YOUR website! **1. Predicting Growth in Least Developed Countries**
* **We need the regression equation.** The regression equation will be in the form:
* Growth in Least Developed Countries = Intercept + (Slope * Growth in Industrialized Countries)
* **Let's assume:**
* The regression equation is: Growth in Least Developed Countries = 2.5 + 0.7 * Growth in Industrialized Countries
* **If industrialized countries grow 4%:**
* Predicted Growth in Least Developed Countries = 2.5 + 0.7 * 4 = 2.5 + 2.8 = 5.3%
**2. Comparison with Actual Growth**
* **Actual Growth:** 4.17%
* **Predicted Growth:** 5.3%
* **Conclusion:** The actual growth of 4.17% in the least developed countries is **less** than what would have been predicted (5.3%) based on the 4% growth in industrialized countries.
**3. Calculate the Residual**
* **Residual:** The difference between the actual value and the predicted value.
* **Residual:** Actual Growth - Predicted Growth = 4.17% - 5.3% = -1.13%
**Therefore:**
* The predicted growth rate for the least developed countries when industrialized countries grow by 4% is **5.3%**.
* The actual growth was **less** than predicted.
* The residual for this year is **-1.13%**.
**Note:** This is an illustrative example. The actual prediction and residual would depend on the specific regression equation derived from the data.