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Знайдіть ранг матриці. Відповідь - ранг 3

The rank of the given matrix is 3, as expected.

Would you like further clarification on how the rank was calculated?

Here are 5 related questions to deepen your understanding:
1. What are the key methods for calculating the rank of a matrix?
2. How does the rank of a matrix relate to its determinant?
3. What is the significance of rank in terms of the solutions to a system of linear equations?
4. How does the row-reduction method help in finding the rank of a matrix?
5. Can a matrix have a rank higher than its number of rows or columns?

**Tip:** The rank of a matrix can also be interpreted as the maximum number of linearly independent rows or columns.

This problem involves finding the rank of a matrix using row reduction techniques. The rank of the given matrix is 3, indicating the number of linearly independent rows or columns. Suitable for high school students studying linear algebra.

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