# The root of n-th degree, the properties of the roots of the nth degree

Definition: the Root - degree of a real number is called a number, and the degree of which is equal to .

Definition: the Arithmetic root - degree of an integral number is an integral number, and the degree of which is equal to . — root — index root — radical expression.

## The scope of the roots (real numbers)

### For the root of an odd degree — exists for all values ### Root fresh degree — exists only if ## Properties of the roots of the nth degree for all out of scope of the expression    Example:  Example:  Example: p>

1. 2. 3. 4. 5. 6. for all out of scope of the expression 7. The root from the root
8. The root of a degree
9. Root of the product
10. The root of the share
11. The main property of roots
12. The imposition of a multiplier from under the sign of the root
13. 14. The introduction of the multiplier under the sign of the root
15. Example:  Tags:
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