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## Square Of A Negative Number Is ….

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Question

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## Answers ( 2 )

## Square Of A Negative Number Is ….

## Introduction

We all know that the square of a number is the result of multiplying the number by itself. But what about when we are dealing with negative numbers? Can we still take their squares in the same way? Do those squares have special properties that make them different from positive numbers? This blog post will dive into the mathematical concept of taking the square of a negative number. We’ll review how to calculate it and explore some of its properties, so you can understand more about this mathematical concept. Let’s get started!

## What is a square of a negative number?

When we square a negative number, the result is always positive. This is because squaring a number simply means multiplying it by itself. So, when we square a negative number, we are just multiplying two negative numbers together, which gives us a positive result.

This can be confusing at first, but if you think about it, it makes sense. If we take the square root of a negative number, the result is always imaginary (i.e., it cannot be represented on the real number line). This is because taking the square root of a number means finding the number that, when multiplied by itself, gives us the original number. But since there are no real numbers that when multiplied by themselves give us a negative result, taking the square root of a negative number always results in an imaginary number.

## The mathematic formula for square of a negative number

When we square a negative number, the result is always positive. This is because the square of a negative number is the product of two negative numbers, which is always positive.

So, the mathematic formula for squaring a negative number is simply:

(negative number) x (negative number) = positive result

For example, if we square -5, the result would be 25:

-5 x -5 = 25

## How to calculate the square of a negative number using the formula

It is actually quite simple to calculate the square of a negative number using the formula. All you need to do is take the absolute value of the number and then multiply it by itself. So, if we are considering -5 as our example, we would take the absolute value of 5 (which is 5) and then multiply it by itself to get 25.

## Examples

-2×2=-4

-3×3=-9

-(-4)×(-4)=16

etc.

## Conclusion

The square of a negative number is always positive regardless of the value. This means that if you have any doubts about how to calculate the square root, simply remember that it will be a positive result in all cases. Additionally, understanding this concept may help you solve more complicated algebraic equations that involve negative values and powers of two. With this knowledge, mathematics can become much easier for students and adults alike!

Have you ever wondered what happens when a negative number is squared? It may seem counterintuitive, but the square of a negative number is actually positive! Let’s take a look at why this is and what this means.

When a negative number is squared, the result is always positive. This is because, when multiplied by itself, the two negative values cancel each other out and the result is a positive number. For example, if we were to square -4, the result would be 16. This means that -4 multiplied by -4 is equal to 16.

This concept may seem confusing at first, so let’s look at a few more examples. ♀️ If we were to square -2, the result would be 4. Similarly, if we were to square -3, the result would be 9. In each of these cases, the negative values cancel each other out, resulting in a positive number.

So why is this important? Well, it’s important to understand this concept because it is used in several different mathematical equations, such as the Quadratic Formula. Knowing this concept can help you better understand how to solve various equations.

In summary, the square of a negative number is always positive. This is because, when multiplied by itself, the two negative values cancel each other out, resulting in a positive number. Knowing this concept can help you better understand how to solve various equations. So the next time you come across a negative number, remember that the square of it will always be positive!