Yes, the statement \(1 = 1\) is true and represents a basic identity in mathematics, meaning the number one is equal to itself. This is an example of a tautology in mathematics, where an equation or statement is inherently true due to its structure.

Would you like to explore more about mathematical identities, or do you have any specific questions? Here are some related topics you might find interesting:

1. What are mathematical identities, and why are they important?
2. How do basic properties of equality work in algebra?
3. What are some common tautologies in mathematics?
4. Can you provide an example of a false mathematical statement?
5. How can equations be used to solve real-world problems?

**Tip:** Understanding fundamental mathematical truths, like identities, is crucial as they form the foundation for more complex concepts.

Explore the fundamental concept of identity in mathematics through the example of 1 = 1. This basic tautology illustrates that a number is always equal to itself. Suitable for students in Grades 1-3, this page explains key concepts like equality and the identity property.

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