In mathematical operations the squarer root is an area which is inverse or an opposite operation. Subtractions is an opposite of addition while division is the inverse to multiplication and so on. On the other hand squaring which had been learned are very much inverse also. Hence this are been called as finding the square root. Hence it can be depicted that the square root is number to calculate the number of times also. Hence with this said it can be told that basically the square roots are those which are the whole numbers like- 1,4,9,16,25,36,49,64,81,100 and so on and so forth.

Hence in order to calculate the square root of 3 there is a need to use a simple multiplication method. The square value of 3 is calculated by using the multiplication. Hence the Square of 3 is 9.  Now in order to calculate the square root value again multiplication technique is used. Hence if we segregate the whole process it can be seen that the three times of 3 is 9. Now if the squaring of 9 is done it will result in 3. Again the three Times Square value of 9 is resulted at 729 which is the last outcome to this process. On the other hand if we calculate the three times square root of 3 again the outcome will result at 9. Hence lastly it can be concluded that the three times square root of the square root of 3 will be calculated as follows and the resultant outcome will bring at –

√3*√3

=3.

Thus it is to be concluded that the resultant value is 3.

How to multiply two square roots

In order to calculate the multiplied value of two square roots it can be said that the numbers can be calculate to multiplying the basic radicands and also it is important to calculate the basic numbers as if they had been the whole numbers and hence it is also needed to make sure  that the products are of radial numbers .considering an example of that statement could be like-

√15*√5

=75

This value can also be calculated by making simple multiplications between 15 and 5. There also the same number of value will be coming.

Factor to outperform any perfect square to the radians:

Thus in order to calculate the two perfect squares towards the perfect square of any radian and thus to see whether it is a perfect square to the radians. Thus it is hard to make a perfect square and always is already simplified and there is no such way of having anything further. On the other hand it can be said that a perfect square is the resultant value of any integer by itself. Thus for example 25 is a perfect square value and because 5*5=25. Another example could be considered in this case could be like-

√75

=-√25*3

Placing the square root in front of any radial sign:

Keep the other factor under the radical sign. This will give you your simplified expression.

·For example, {\displaystyle {\sqrt {75}}} can be factored as {\displaystyle {\sqrt {25\times 3}}}, so it would pull out the square root of 25 (which is 5):

Hence the calculation will be calculated at

√75

=√25*3

=5√3

Square to a square root:

To some extent it is important to multiply a square root of itself. Thus  squaring a number of any certain integers and squaring the same are to be used in a radical sign.