The square root of 1920 is expressed as √1920 in the radical develop and as (1920)½ or (1920)0.5 in the exponent create. The square root of 1920 rounded as much as 10 decimal places is 43.8178046004. It is the positive solution of the equation x2 = 1920. We deserve to express the square root of 1920 in its lowest radical create as 8 √30.

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**Square Root of 1920:**43.81780460041329

**Square Root of 1920 in exponential form:**(1920)½ or (1920)0.5

**Square Root of 1920 in radical form:**√1920 or 8 √30

1. | What is the Square Root of 1920? |

2. | How to uncover the Square Root of 1920? |

3. | Is the Square Root of 1920 Irrational? |

4. | FAQs |

The square root of 1920, (or root 1920), is the number which once multiplied by itself provides the product as 1920. As such, the square root of 1920 = √1920 = 8 √30 = 43.81780460041329.

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### Value of √1920 by Long Division Method

**Explanation:**

Because of this, the square root of 1920 by lengthy division strategy is 43.8 roughly.

The actual value of √1920 is undetermined. The value of √1920 as much as 25 decimal locations is 43.81780460041328907655758. Hence, the square root of 1920 is an irrational number.

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**Example 1: Solve the equation x2 − 1920 = 0**

**Solution:**

x2 - 1920 = 0 i.e. x2 = 1920x = ±√1920Because the value of the square root of 1920 is 43.818,⇒ x = +√1920 or -√1920 = 43.818 or -43.818.

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## FAQs on the Square Root of 1920

### What is the Value of the Square Root of 1920?

The square root of 1920 is 43.8178.

### Why is the Square Root of 1920 an Irrational Number?

Upon prime factorizing 1920 i.e. 27 × 31 × 51, 2 is in odd power. As such, the square root of 1920 is irrational.

### What is the Square Root of 1920 in Simplest Radical Form?

We must expush 1920 as the product of its prime factors i.e. 1920 = 2 × 2 × 2 × 2 × 2 × 2 × 2 × 3 × 5. Because of this, √1920 = √2 × 2 × 2 × 2 × 2 × 2 × 2 × 3 × 5 = 8 √30. Therefore, the square root of 1920 in the lowest radical form is 8 √30.

### What is the Square Root of -1920?

The square root of -1920 is an imaginary number. It can be written as √-1920 = √-1 × √1920 = i √1920 = 43.817iwhere i = √-1 and it is called the imaginary unit.

### If the Square Root of 1920 is 43.818. Find the Value of the Square Root of 19.2.

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Let us recurrent √19.2 in p/q develop i.e. √(1920/100) = 19.2/10 = 4.382. Hence, the value of √19.2 = 4.382

### What is the Value of 4 square root 1920?

The square root of 1920 is 43.818. Therefore, 4 √1920 = 4 × 43.818 = 175.271.