This free online square roots calculator will calculate the square root of a number and indicate whether or not the radicand is a perfect square.
Plus, unlike other sites with a radicand calculator, if the radicand is not a perfect square this calculator will calculate the nearest perfect squares that are greater and less than the entered radicand.
If you would like to find the square (or any other power) of a number, please visit the exponent calculator.
Definition of a square root: The opposite of squaring a number. For example, finding the square root of 81 is the same as asking, "what number when squared is equal to 81?"
Of course, if you know that 9 x 9 = 81, you will know that the square root of 81 is 9 (9^{2} = 81). However, what you might not realize is that 9 is also a square root of 81, because 9 x 9 also equals 81.
In other words, all numbers greater than zero (zero can never be negative or positive) have two square roots  one positive and one negative. This is why when using an online square root calculator the result will always be preceded by a ± sign.
As for negative numbers, since a negative times a negative always yields a positive number, negative numbers cannot have a real value square root.
When a number has a square root that is a whole number, that number is said to be a perfect square. For example, since √4 has a square root of 2, 4 is said to be a perfect square. Here is a list of the perfect squares up to 225:
√1  =  1  since  1^{2}  =  1 
√4  =  2  since  2^{2}  =  4 
√9  =  3  since  3^{2}  =  9 
√16  =  4  since  4^{2}  =  16 
√25  =  5  since  5^{2}  =  25 
√36  =  6  since  6^{2}  =  36 
√49  =  7  since  7^{2}  =  49 
√64  =  8  since  8^{2}  =  64 
√81  =  9  since  9^{2}  =  81 
√100  =  10  since  10^{2}  =  100 
√121  =  11  since  11^{2}  =  121 
√144  =  12  since  12^{2}  =  144 
√169  =  13  since  13^{2}  =  169 
√196  =  14  since  14^{2}  =  196 
√225  =  15  since  15^{2}  =  225 
With that, let's use the Square Root Calculator for finding the square root of a number.

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