What is the square root of 225 minus the square root of 15 plus the square root of 60?

What is the square root of 225 minus the square root of 15 plus the square root of 60?

Answer:

√ 225 − √ 15 + √ 60 = 15 + √ 15 ≈ 18.8729833462

Explanation:

If a , b ≥ 0 then √ a b = √ a √ b

Hence:

√ 225 − √ 15 + √ 60

= √ 15 2 − √ 15 + √ 2 2 ⋅ 15

= 15 − √ 15 + 2 √ 15

= 15 + √ 15

 

square root of 225

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