√28 can be represented as the square root of two or more numbers whose product is 28.
V28 = √(4 x 7)
√4 = 2, so we can simplify √28 by extracting the portion representing √4.
√28 = 2√7
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The square root of 28 in simplified radical form is...2 * Square root of 7
Expressed as a surd, the square root of 28 is equal to 2 root 7.
Well, honey, the simplified form of radical 28 is 2√7. So, just take that square root of 28, which breaks down to 2√7. Ta-da!
-28(square root)10
28 does not have a square root.