Square Calculator

Square is defined as the number as the value which gives the number when it is multiplied by itself. The symbol used to denote the square is √. This radical symbol is also called sure or root symbol. If a number is a perfect square we can easily find the square of the number. However, if the given number isn't a perfect square you can find the square using a long division method. There is one more common notation of square that you can use in complex calculations.

Standard form to represent the square is given as √x

The alternative square formula states that the square root of a number is a number raised to the fraction of one half.

√x = x^(1/2)

Go through the below steps while finding the square of a number.

• Find the nearest square number above and below the number you are thinking of finding the square.
• The square will be between the squares of these numbers.
• The closeness of the number to a square indicates how close the root is.
• Try many times to get the square accurately.

To Simplify Square Roots use the handy squares property √x = x^(1/2). We can use these two forms of squares and switch between them whenever you want. You need to check the number after the root symbol and find its factors. It can have a perfect square among its factors. You need to have at least one factor to be a perfect square in order to simplify a square.

You may find the process of finding squares a bit complicated in the initial stage but with enough practice, you will find them easily.

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