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What is the smallest positive integer that has a square root that is greater than 10?

Sagot :

The smallest positive integer that has a square root that is greater than 10 is 101

How to determine the integer?

Let the integer be represented by n

The square root is greater than 10.

So, we have:

[tex]\sqrt n > 10[/tex]

Square both sides

n > 100

The above means that the integer is greater than 100.

The smallest integer greater than 100 is 101

Hence, the smallest positive integer that has a square root that is greater than 10 is 101

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