Simplifying radicals involves the product rule.

If *n* is even, and *a* ≥ 0, *b* ≥ 0, then

If *n* is odd, then for all real numbers *a* and *b*,

##### Example 1

Simplify each of the following.

##### Example 2

Simplify

Simplifying radicals involves the product rule.

If *n* is even, and *a* ≥ 0, *b* ≥ 0, then

If *n* is odd, then for all real numbers *a* and *b*,

Simplify each of the following.

Simplify

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