The square root of 25 is expressed together √25 in the radical kind and together (25)½ or (25)0.5 in the exponent form. The square root of 25 is 5. The is the optimistic solution that the equation x2 = 25. The number 25 is a perfect square.

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Square root of 25: 5Square source of 25 in exponential form: (25)½ or (25)0.5Square source of 25 in radical form: √25
 1 What Is the Square root of 25? 2 Is Square root of 25 reasonable or Irrational? 3 How to uncover the Square root of 25? 4 FAQs on Square source of 25

Let us very first understand the meaning of the square root. The square root of a number is the number that, when multiply to itself, gives the product as the original number. Think about the example: 52 =  ( 5 × 5) = 25.Here 5 is dubbed the square root of 25. 25 is a perfect square. So the square root of 25 is 5.

A rational number can be expressed in the form of p/q. Because √25 = 5 and 5 deserve to be written in the type of a fraction 5/1. It proves that √25 is rational.

We can find the square root of 25 using assorted methods. If you desire to learn much more about each of these methods, click here. Due to the fact that we might find the 25 is a perfect square, we can uncover its square source using lengthy division.The square root of 25 can be uncovered using the long department as follows:

Since the remainder is 0, we perform not need to proceed through long division further and we take into consideration the quotient (which is 5) together the result.

Think Tank

What is the square root of -√25?Is half of square root of 25 a reasonable number?

Explore Square roots using illustrations and interactive examples

Example 1 Kate want to inspect if square source of 25 deserve to be found using repeated subtraction method. Let"s aid her out!

Solution:

In the repeated subtraction method, we subtract the strange numbers beginning from 1 till we acquire a 0.

25 − 1 = 2424 − 3 = 2121 − 5 = 1616 − 7 = 99 − 9 = 0

Hence, √25 = 5.

Example 2: Help Kylie find the square source of 25 using element factorization.

Solution:

Prime administer of 25 = 5 × 5

√25 = √(5)(5) = 5

Math will certainly no longer be a tough subject, specifically when you understand the ideas through visualizations.

## FAQs ~ above the Square source of 25

### What is the value of the Square root of 25?

The square root of 25 is 5.

### Why is the Square source of 25 a reasonable Number?

Upon element factorizing 25 i.e. 52, we find that every the prime components are in even power. This indicates that the square root of 25 is a confident integer. Therefore, the square source of 25 is rational.

### Evaluate 13 plus 15 square root 25

The given expression is 13 + 15 √25. We know that the square source of 25 is 5. Therefore, 13 + 15 √25 = 13 + 15 × 5 = 13 + 75 = 88

### Is the number 25 a Perfect Square?

The element factorization that 25 = 52. Here, all the numbers room in the strength of 2. This suggests that the square root of 25 is a hopeful integer. Therefore, 25 is a perfect square.

### What is the worth of 16 square root 25?

The square root of 25 is 5. Therefore, 16 √25 = 16 × 5 = 80.

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### What is the Square root of -25?

The square root of -25 is an imaginary number. It deserve to be written as √-25 = √-1 × √25 = ns √25 = 5iwhere i = √-1 and also it is called the imaginary unit.