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¿Cuál es la simplificación de la expresión

√50+√72-√2?
A) 2√30
B) 7√8
C) 10√₂
D) 11√√₂

User Apalomer
by
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1 Answer

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Final answer:

To simplify the given expression, find the square roots of the numbers and combine like terms to simplify the expression to 10√2.


Step-by-step explanation:

To simplify the expression √50+√72-√2, we can start by finding the square roots of the numbers. √50 is equal to √(25*2), which can be simplified as 5√2. √72 is equal to √(36*2), which can be simplified as 6√2. And √2 cannot be further simplified.

So the expression becomes 5√2 + 6√2 - √2. When we combine like terms, we get (5+6-1)√2, which simplifies to 10√2.

Therefore, the simplification of the expression is 10√2 (option C).


Learn more about Simplifying square roots

User Mahsa Mortazavi
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