Simplify √50.

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Multiple Choice

Simplify √50.

Explanation:
Simplifying a square root involves taking out any perfect-square factor from under the radical. For 50, factor it as 25 × 2. Then √50 = √(25×2) = √25 × √2 = 5√2. The remaining factor 2 isn’t a perfect square, so nothing else can be pulled out. This is the simplest radical form.

Simplifying a square root involves taking out any perfect-square factor from under the radical. For 50, factor it as 25 × 2. Then √50 = √(25×2) = √25 × √2 = 5√2. The remaining factor 2 isn’t a perfect square, so nothing else can be pulled out. This is the simplest radical form.

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