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The table shows the federal government's budgeted revenue and expenditures from 2001 through 2010. Identify the years in which there was a budget surplus.



\[

\begin{tabular}{|l|l|l|}

\hline

Year & Revenue & Expenditure \\

\hline

2001 & \$8 trillion & \$6 trillion \\

\hline

2002 & \$5 trillion & \$7 trillion \\

\hline

2003 & \$8 trillion & \$10 trillion \\

\hline

2004 & \$9 trillion & \$7 trillion \\

\hline

2005 & \$15 trillion & \$18 trillion \\

\hline

2006 & \$8 trillion & \$10 trillion \\

\hline

2007 & \$6 trillion & \$4 trillion \\

\hline

2008 & \$2 trillion & \$4 trillion \\

\hline

2009 & \$7 trillion & \$4 trillion \\

\hline

2010 & \$5 trillion & \$9 trillion \\

\hline

\end{tabular}

\]



Years with a budget surplus:

- 2001

- 2004

- 2007

- 2009

Answer :

- Compare revenue and expenditure for each year.
- Identify years where revenue exceeds expenditure.
- List the years with a budget surplus: 2001, 2004, 2007, and 2009.
- The years in which there was a budget surplus are $\boxed{2001, 2004, 2007, 2009}$.

### Explanation
1. Analyzing the Problem
We need to analyze the table provided to identify the years where the revenue is greater than the expenditure. This indicates a budget surplus for those years.

2. Comparing Revenue and Expenditure for Each Year
Let's examine each year:

* **2001:** Revenue = $8 trillion, Expenditure = $6 trillion. Since $8 > 6$, there is a surplus.
* **2002:** Revenue = $5 trillion, Expenditure = $7 trillion. Since $5 < 7$, there is no surplus.
* **2003:** Revenue = $8 trillion, Expenditure = $10 trillion. Since $8 < 10$, there is no surplus.
* **2004:** Revenue = $9 trillion, Expenditure = $7 trillion. Since $9 > 7$, there is a surplus.
* **2005:** Revenue = $15 trillion, Expenditure = $18 trillion. Since $15 < 18$, there is no surplus.
* **2006:** Revenue = $8 trillion, Expenditure = $10 trillion. Since $8 < 10$, there is no surplus.
* **2007:** Revenue = $6 trillion, Expenditure = $4 trillion. Since $6 > 4$, there is a surplus.
* **2008:** Revenue = $2 trillion, Expenditure = $4 trillion. Since $2 < 4$, there is no surplus.
* **2009:** Revenue = $7 trillion, Expenditure = $4 trillion. Since $7 > 4$, there is a surplus.
* **2010:** Revenue = $5 trillion, Expenditure = $9 trillion. Since $5 < 9$, there is no surplus.

3. Identifying Years with Budget Surplus
The years with a budget surplus are 2001, 2004, 2007, and 2009.

4. Final Answer
Therefore, the years in which there was a budget surplus are $\boxed{2001, 2004, 2007, 2009}$.

### Examples
Understanding budget surpluses is crucial for governments and businesses alike. For instance, a company might use surplus revenue to invest in research and development, expand operations, or distribute dividends to shareholders. Similarly, governments can use budget surpluses to reduce national debt, fund public services, or offer tax cuts, all of which can stimulate economic growth and improve citizens' quality of life.

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