The Given equation **x+x+x+x is equal to 4x** is an linear equation. A linear equation general form has variables x,y,z with coefficient value also known as real numbers. In given equation the maximum power of a variable X is 1.

- A linear equation’s standard form is: axe + b = 0

In x+x+x+x = 4x equation, you are equating the total number of x terms on the left side of your particular equation to a fixed multiple of x on the right side. The fact that the variable x is raised to the first power and that there are no other powers of x (no x2, x3, etc.) is what defines linear equations.

**Q. Equation: x+x+x+x is equal to 4x**

**Solution of x+x+x+x = 4x:- **

One can use the steps give to get the solution to the equation **x+x+x+x is equal to 4x**:

On the left side of the equation, combine like terms. You can combine the following four x terms:

**That amounts to:****4x = 4x****Isolate x now. No adjustments are required because the left side is already 4x. A left-side isolation of x already exists.**

**Explaination:**

**Since 4x = 4x is an identity, it holds true nevertheless of the value of x. In this example, it means that x can be any of real number and that where are an unlimited number of known solutions.**

**As a result, the answer to this is that x can be any real number and will always have.**

## Graph of x+x+x+x is equal to 4x:-

**let’s examine the x+x+x+x is equal to 4x** **equation in more detail**

**Step 1: First, combine similar terms.**

It goes like this: x+x+x+x is equal to 4x

You have four identical terms, each of which is x, on the left side. By combining them together, you can combine these similar terms:

**x + x + x + x = 4x****That amounts to:****4x = 4x**

**Step 2: Purify x**

You already have 4x at this point on both sides of the equation. Since x is already isolated on both sides, no additional procedures are required to further isolate it. The variable x is the same on both sides of the equation, which is in a balanced form.

**Step 3: Interpretation**

Since 4x = 4x is an identity, it holds true no matter what the value of x is. In other words, it informs you that the equation holds true for any real number you choose for x because any number multiplied by 4 (4x) equals itself (4x).

This equation’s answer is that x can be any real number. However it gains for all real values of x, there is not any one right answer to it. In different words, the equatings in question says that x can be any real number and that it will ayways be correct.

**But what can be the logic behind this equation?**

It is known to think of the equation **x+x+x+x = 4x** as an identification, meaning it holds true for all actual terms of x. This equation’s reasoning can be explained as below:

Combining Like Terms: The first step involves combining similar terms on the left side of the equation. Each of the four terms you have is a “x.” They multiply by each other to give four.

**x + x + x + x = 4x**

Equation that is balanced has 4x on the left side and 4x on the right side after adding similar terms. The equation is balanced at this moment. This indicates that both sides of the equation are equal and that x is already isolated on both sides, hence no additional operations are required to do so.

**The identity:** The fundamental predicate here is that 4x = 4x. Whatever x’s value, this is always the case. It’s a tautology or an identity. The main message of this equation is that it doesn’t matter what value you choose for x because the expression 4x is always equal to itself.

**In conclusion,**

The mathematical statement x+x+x+x is equal to 4x is true. The fundamental idea that every real integer multiplied by 4 equals itself is the foundation of this argument. As a result, this equation doesn’t typically need to be solved for a particular value of x but rather serves to demonstrate this mathematical reality. It is frequently employed in algebra to highlight the idea of identities and the characteristics of equality.

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