The expression "-1 7 laipsniu" refers to \(-1\) raised to the power of 7. 

\[
(-1)^7 = -1
\]

This is because any odd power of \(-1\) results in \(-1\), while an even power results in \(1\).

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Here are five related questions for further practice:
1. What is \((-1)^6\)?
2. What is \(2^7\)?
3. How does \((-2)^7\) differ from \((-1)^7\)?
4. What is the result of \( (-1)^{15} \)?
5. How do powers of negative numbers behave with odd and even exponents?

**Tip:** Remember that negative numbers raised to odd exponents remain negative, while raising them to even exponents makes them positive.

Learn how to calculate (-1) raised to the power of 7. This problem demonstrates how odd powers of negative numbers result in negative values. Suitable for students in Grades 6-8, covering exponents and basic rules of powers.

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