Question

1. # What Is The Positive Solution Of X2 – 36 = 5X?

## Introduction

Working through algebraic equations can be tricky. But with a bit of practice, you can quickly master the basics and move to more advanced concepts. One common problem that often arises is determining the positive solution of a specific equation. In this blog post, we’ll explain what the positive solution of x2 – 36 = 5x is and how to solve for it. We’ll also provide an example so that you can see the equation in action. So if you’re looking to brush up on your algebra skills or just want to learn something new, keep reading to learn more about this interesting problem!

## The Positive Solution of X2 – 36 = 5X

Assuming you’re solving for x in the equation x2 – 36 = 5x, the positive solution is x = 11. To get this answer, you would use the quadratic equation. This equation is used to solve for variables when they are squared (like x2).

## How to find the positive solution of X2 – 36 = 5X

To find the positive solution of X2 – 36 = 5X, first solve for X2 – 36 = 0. This will give you the equation X2 = 36. Then, take the square root of both sides to get rid of the radical on the left side. This will give you the equation X = ±6. Since we are looking for the positive solution, we will take the positive value, 6. Therefore, the positive solution of X2 – 36 = 5X is 6.

## Conclusion

Solving for X2 – 36 = 5X can be a challenging problem, but it is possible with enough practice. With the right equation and some understanding of algebra, you can find the positive solution in no time. Once you have worked out this problem, you will have an easier time solving other equations of the same type. Knowing how to solve problems like this one is essential for anyone looking to pursue further studies in mathematics or related fields.

2. Have you been scratching your head for a while now, trying to figure out the positive solution of X2 – 36 = 5X?

Don’t worry, you’re in the right place! In this blog post, we’ll break down the equation step-by-step and explain how to find the positive solution.

First of all, let’s start with the basics. The equation X2 – 36 = 5X is an algebraic equation, and it is asking you to solve for X. In other words, it wants you to figure out the X value which makes the equation true.

The first step is to isolate the X value on one side of the equation. To do this, we will subtract 5X from both sides of the equation so that the X value is all by itself. Once we do this, the equation becomes X2 – 41X = -36.

Now, we need to factor the equation. To do this, we need to look for two numbers that when multiplied together, equal 41 and when added together equal -36. The two numbers are -11 and -4. So, the equation factors to (X-11)(X+4) = 0.

Finally, we need to solve the equation by finding the two values of X which make the equation true. To do this, we set the left side of the equation = 0 and solve for X. When we do this, we get X = 11 and X = -4.

The positive solution to the equation X2 – 36 = 5X is X = 11.

So there you have it! Hopefully, this blog post has helped you understand the positive solution to X2 – 36 = 5X.