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The graph shows the amount of water, \( y = f(x) \), in thousands of gallons remaining in a swimming pool after \( x \) days.

To estimate the initial and final amounts:

1. **Initial Amount**: At \( x = 0 \), the graph shows about 46 thousand gallons. This value is already provided.

2. **Final Amount**: At \( x = 5 \), the graph shows around 32 thousand gallons.

So, the final amount of water is **32 thousand gallons**.

Would you like further details or have any questions?

Here are 5 related questions you might find useful:
1. How much water is lost from day 0 to day 5?
2. What is the average rate of water loss per day?
3. How much water was lost between day 1 and day 3?
4. Can you estimate the amount of water on day 4 from the graph?
5. What is the overall trend of the water level over time?

**Tip**: To calculate rates of change from graphs, look at the slope of the line between two points.

Estimate the initial and final amounts of water contained in the pool from the given graph.

Learn how to estimate the initial and final amounts of water contained in a pool using a graph. This problem helps students interpret linear graphs, making it suitable for Grades 6-8.

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