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Welcome to my article x- 1 x+2 x 3(x – 4 = 10/3).

This article has been taken from the simplification lesson, in this article we have been told to simplify with the action of addition, subtraction, multiplication, division and fractions.

For complete information on how to solve this x- 1 x+2 x 3(x – 4 = 10/3), read and understand it carefully.

Let us read / understand about this article x- 1 x+2 x 3(x – 4 = 10/3)

First of all we should write the article on the page of the notebook.

**x- 1 x+2 x 3(x – 4 = 10/3)**

First of all write it like this,

\displaystyle x-x+2\text{x }3(x-4=\frac{{10}}{3})Upon solving this,

\displaystyle x-x+6(x-4=\frac{{10}}{3}) \displaystyle x-x+6x-4=\frac{{10}}{3} \displaystyle 6x-4=\frac{{10}}{3}On translating it,

\displaystyle 6x=\frac{{10}}{3}+4can write it like this,

\displaystyle \frac{{6x}}{1}=\frac{{10}}{3}+\frac{4}{1}After this if we look carefully at both the sides in this question,

We’ll see that the denominator on the right is different,

So by finding the smallest common factor of their denominator, we will solve,

In doing so,

\displaystyle \frac{{6x}}{1}=\frac{{10+12}}{3} \displaystyle \frac{{6x}}{1}=\frac{{22}}{3}We see that there is an equal sign between the two sides,

So let’s solve it by doing crosswise multiplication,

Then ,

\displaystyle x=\frac{{22}}{{18}}We can also write the previous 22/18 in this way,

\displaystyle \text{x=}\frac{{11}}{8}\text{x }\frac{2}{2}Left below – remove it if it has the same number as above,

## \displaystyle \text{x=}\frac{{11}}{8}Answer

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**Look at other similar solutions.**

on reversing.

\displaystyle 8x=\frac{{10}}{3}+2Let’s solve it like this.

\displaystyle 8x=\frac{{10+6}}{3} \displaystyle 8x=\frac{{16}}{3} \displaystyle x=\frac{{16}}{3}\text{x}\frac{1}{8} \displaystyle x=\frac{2}{3}\text{x}\frac{8}{8}If there is only one digit at the bottom, it is removed.

Then

[**latex] \displaystyle x=\frac{2}{3}Answer[/latex]**

This article has been completely solved by tireless effort from our side, still if any error remains in it then definitely write us your opinion in the comment box. If you like or understand the methods of solving all the questions in this article, then send it to your friends who are in need.

Note: If you have any such question, then definitely send it by writing in our comment box to get the answer.

Your question will be answered from our side.

Thank you once again from our side for reading or understanding this article completely.