How to Calculate Square Root 1 to 30?
The square root from 1 to 30 are calculated using two general method that includes,
Prime Factorization Method
We use the prime factorization method for finding the square root of the perfect squares, i.e. the square root of the number whose prime factors are in pair of two. We can understand this by the example, the prime factor of 9 is 3×3 thus, the square root of 9 is found as,
(9)1/2 = (3×3)1/2 = 3
Long Division Method
The other way of finding the square root is by the use of the long division method. In this method, we take the number whose square root is to be found as the dividend. We take a pair of digits in the dividend and chose a divisor when multiplied by itself gives a number that is the nearest to the selected pair of digits in the dividend. Then we follow the same process of division to find the square root of the number. We can understand it with the help of an example.
Example: Find the square root of 2 using Long Division Method.
Solution:
We know that the square root of 2 is 1.414. Let’s see how we can calculate it using Long Division Method with the help of the image attached below:
Square Root 1 to 30 PDF
Square-Root 1 to 30 PDF contains all the value of squares roots from 1 to 30 and is important for students to easily perform various calculations. The square root 1 to 30 pdf can be easily downloaded from our website for refrence.
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Square Root 1 to 30
Square Roots 1 to 30 are the square roots of the natural number from 1 to 30. These square roots are very helpful in solving various mathematical problems and making the calculation easy in mathematics. The square root of any number is defined as the number with an exponent of 1/2. The square root of the number x is written as √x or (x)1/2. It is calculated by finding the prime factors of any number and then taking one for two prime factors.
In this article, we will learn about the square root 1 to 30, for natural numbers, odd numbers, even numbers, perfect squares, nonperfect squares, etc.
Table of Content
- Square Root 1 to 30
- What is Square Root 1 to 30?
- List of Square Root 1 to 30
- Square Root 1 to 30 Even Numbers
- Square Root 1 to 30 Odd Numbers
- Square Root 1 to 30 Perfect Squares
- Square Root 1 to 30 Non-Perfect Squares
- How to Calculate Square Root 1 to 30?
- Square Root 1 to 30 Examples
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