Question
Select the best answer.
The Bureau of Economic Analysis and the U.S. Department of Commerce reported the following information:
government expenditures $1.83 trillion
consumption expenditures $6.80 trillion
imports $1.47 trillion
income tax collected $7.88 trillion
investments $2.03 trillion
exports $1.09 trillion
What is the gross domestic product?
$16.51 trillion
$11.39 trillion
$10.28 trillion
Answers
GPT-4o mini
To calculate the Gross Domestic Product (GDP), we can use the expenditure approach, which is summarized by the formula:
\[
GDP = C + I + G + (X - M)
\]
where:
- \( C \) is consumption expenditures
- \( I \) is investments
- \( G \) is government expenditures
- \( X \) is exports
- \( M \) is imports
Given the values from the problem:
- \( C = 6.80 \) trillion
- \( I = 2.03 \) trillion
- \( G = 1.83 \) trillion
- \( X = 1.09 \) trillion
- \( M = 1.47 \) trillion
We can plug these values into the formula:
\[
GDP = 6.80 + 2.03 + 1.83 + (1.09 - 1.47)
\]
Calculating the net exports \( (X - M) \):
\[
X - M = 1.09 - 1.47 = -0.38
\]
Now substituting it back into the equation:
\[
GDP = 6.80 + 2.03 + 1.83 - 0.38
\]
\[
GDP = 6.80 + 2.03 + 1.83 - 0.38 = 10.28
\]
Thus, the Gross Domestic Product (GDP) is **$10.28 trillion**.
The best answer is:
**$10.28 trillion**
\[
GDP = C + I + G + (X - M)
\]
where:
- \( C \) is consumption expenditures
- \( I \) is investments
- \( G \) is government expenditures
- \( X \) is exports
- \( M \) is imports
Given the values from the problem:
- \( C = 6.80 \) trillion
- \( I = 2.03 \) trillion
- \( G = 1.83 \) trillion
- \( X = 1.09 \) trillion
- \( M = 1.47 \) trillion
We can plug these values into the formula:
\[
GDP = 6.80 + 2.03 + 1.83 + (1.09 - 1.47)
\]
Calculating the net exports \( (X - M) \):
\[
X - M = 1.09 - 1.47 = -0.38
\]
Now substituting it back into the equation:
\[
GDP = 6.80 + 2.03 + 1.83 - 0.38
\]
\[
GDP = 6.80 + 2.03 + 1.83 - 0.38 = 10.28
\]
Thus, the Gross Domestic Product (GDP) is **$10.28 trillion**.
The best answer is:
**$10.28 trillion**