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Why are 5 and -5 both considered square roots of 25?

Updated: 8/20/2019
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12y ago

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(-5)^2 = (-5)(-5) = 25

The negatives cancel one another out.

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12y ago
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Q: Why are 5 and -5 both considered square roots of 25?
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Related questions

Is -5 a square root of 25?

Yes. -5 and +5 are both square roots of 25.


Is -5 the square root of 25?

-5 and 5 are both roots of 25.


What square roots applies to 25?

The square roots of 25 are 5 and -5


Is radical 25 a real number?

If by "radical" you mean "square root of", then yes. Both square roots of 25 are real numbers.


What is the square root of 25 in fraction?

The square roots of 25 are integers, not fractions.


Why is 36 and 25 a square number?

Because both have square roots that are whole numbers. Sqrt 36 = 6 (6*6 = 36) Sqrt 25 = 5 (5*5 = 25)


What is the square rout of 25?

No idea about square rout, but the square roots of 25 are -5 and +5.


Why is the Square root of 25 is not equal to negative 5?

It is. (-5) is a perfectly good square root of 25.Every number has two square roots. The two square roots of 25 are [ +5 ] and [ -5 ].


What are the 2 main types of roots?

The two main roots in math are square roots and cubed roots. The square root is what number squared is your original number. For example the square root of 25 is 5 because 5 x 5 is 25. For cubed roots it is what numbered cubed is your original number.


What are 2 square roots of 25?

5 and -5


Does it matter when adding square roots if the square root line is across the whole equation?

For example if the question was √36 + √25 and the other was√36 +25 but the square root line was across the whole equation would it change the answer? And what would be the answer for both of them?


What square roots lie between 5 and 6?

Counting only integer square roots, since sqrt(5) is equal to ±25 and sqrt(6) is equal to ±36, the square roots of the integers between 25 and 36, and between -36 and -25, are between 5 and 6 inclusive.