0.06948 + 0.14261 + 0.17294 + 0.10624 + 0.42882 + 0.04440

The sum of the numbers \(0.06948 + 0.14261 + 0.17294 + 0.10624 + 0.42882 + 0.04440\) is:

\[
0.06948 + 0.14261 + 0.17294 + 0.10624 + 0.42882 + 0.04440 = 0.96449
\]

Would you like more details or have any questions?

Here are 5 related questions to explore:

1. How do you add multiple decimal numbers?
2. What is the significance of decimal places in addition?
3. How can you round a sum of decimal numbers to the nearest hundredth?
4. How does adding small numbers impact the overall sum?
5. How would you subtract these numbers instead of adding them?

**Tip:** When adding decimal numbers, it's important to align the decimal points to ensure accurate addition.

Learn how to add multiple decimal numbers: 0.06948 + 0.14261 + 0.17294 + 0.10624 + 0.42882 + 0.04440 = 0.96449. Understand the importance of aligning decimal points for accurate addition.

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