https://file.aiquickdraw.com/mathbot/file/1727503239429z6f1c5xp.jpg

The image describes a scenario where the final volume is 94.5198% of the initial volume, indicating a decrease in volume by 5.4802%. You are asked to round the final answer to the nearest percent and determine whether the volume increases, decreases, or stays the same.

Since the final volume is less than 100% of the initial volume, this means the volume **decreases**.

The next task is to round the percentage decrease to the nearest percent. The value provided is **5.4802%**, which rounds to **5%**.

So, the correct answers are:
1. **The volume decreases**.
2. **The percentage decrease is 5%**.

Would you like more details or have any questions? 

Here are some related questions to expand your understanding:
1. How do you calculate percentage changes in different contexts?
2. What are the steps for rounding a number to the nearest percent?
3. How does the initial value compare to the final value in percentage-based problems?
4. Can you explain the formula for percentage decrease?
5. How can you calculate percentage change for multiple sequential changes?

**Tip**: When rounding numbers, always look at the first decimal place. If it's 5 or higher, round up!

Now you know the final volume is 94.5198% of the initial volume, which means the volume decreases by 5.4802%. Does the volume of the sample increase, decrease, or stay the same? If you said the volume increases or decreases, calculate the percentage change in the volume. Round your answer to the nearest percent.

Learn how to calculate a volume percentage change where the final volume is 94.5198% of the initial. Understand how to round a percentage decrease to the nearest whole number. Ideal for middle school students learning about percentage change and volume calculations.

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