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Sq. Root of 244

The sq. root of 244 is expressed as √244 within the radical kind and as (244)½ or (244)0.5 within the exponent kind. The sq. root of 244 rounded as much as 8 decimal locations is 15.62049935. It’s the constructive resolution of the equation x2 = 244. We are able to categorical the sq. root of 244 in its lowest radical kind as 2 √61.

**Sq. Root of 244:**15.620499351813308**Sq. Root of 244 in exponential kind:**(244)½ or (244)0.5**Sq. Root of 244 in radical kind:**244 or 2 61

1. What Is the Sq. Root of 244? 2. Is Sq. Root of 244 Rational or Irrational? 3. Learn how to Discover the Sq. Root of 244? 4. FAQs on Sq. Root of 244

The sq. root of a quantity n is written as √n. This quantity when squared or multiplied by itself leads to the unique quantity n. The sq. root of 244 may be written as:

- Radical kind: 244
- Decimal kind: 15.62049
- Exponent kind: (244)½

- 244 is a quantity that isn’t an ideal sq. which implies that it doesn’t have a pure quantity as its sq. root.
- Sq. root of 244 in decimal kind is 244 = 15.62049
- Sq. root of 244 can’t be expressed as a fraction of the shape p/q which tells us that the sq. root of 244 is an irrational quantity.

There are two methods to seek out the sq. root of 244:

- Lengthy Division Technique
- Prime Factorization

### Lengthy Division Technique

The sq. root of 244 by lengthy division methodology consists of the next steps:

- Pair the digits of the quantity from one’s digit by inserting a bar over them as proven within the picture.
- The primary pair consists of 1 quantity, ie, 2. Sq. of 1 provides a product lower than 2. The quantity is subtracted from 2 and subsequently, the following pair is added because the divisor, ie, 44.
- The double of 1 is 2. Now a quantity is to be positioned together with 2, ie, 5. The product of 25 by 5 provides 125. When the distinction between 144 and 125 is taken, the rest is nineteen.
- The quotient is doubled; 30 is part of the brand new divisor. Now a decimal is added to the quotient, thus, letting us add a pair of zeros to the unique dividend. A quantity together with 30 is added within the clean and it’s multiplied by the identical quantity within the quotient. Product of 306 with 6 provides 1836.
- The distinction obtained from the above step is 1900 – 1836 = 64.
- The method is repeated the identical manner.

Due to this fact, **the sq. root of 244 = 15.6**

### Prime Factorization

- To seek out the sq. root of 244, we will first categorical it when it comes to its prime elements. Prime factorization of 244 = 2 × 2 × 61
- Since all of the prime elements of 244 are distinctive and none of those elements are good squares, the sq. root of 244 can’t be simplified.
- 244 in its easiest radical kind is 2√61
- Sq. root of 61 is 61 = 7.81024 = 2 × 7.81024
- Due to this fact, the
**Sq. Root of 244 = 15.62048**

**Discover sq. roots utilizing illustrations and interactive examples**

- Sq. Root of 208
- Sq. Root of 216
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- Sq. Root of 24
- Sq. Root of 250
- Sq. Root of 288

- What’s the unfavourable root of 2400?
- Discover the sq. root of 244 as much as 5 decimal locations?
- What’s the sq. root of: a) 2440 b) 24424