Lesson Objective

This lesson shows you some examples on solving
linear equations. These examples will help in your understanding
on this topic.

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About This Lesson

This lesson is a continuation from Part 1
for this topic.

After learning the basic concepts behind solving linear equations, it is time to take a look at some examples to understand these concepts better.

After learning the basic concepts behind solving linear equations, it is time to take a look at some examples to understand these concepts better.

Tip #1

Remember that when we solve a linear equation,
whatever terms that are added to one side of the
equation, the same terms must be added to the
other side of the equation.

This is important to keep the equation balanced.

This is important to keep the equation balanced.

Tip #2

When we multiply both sides of the
equation, it is important to multiply 'all'
the terms in the equation. For example, when
we multiply the following equation with 3:

2x + 1 = 4x -8

The equation becomes:

**3(**2x +1**)** = **3(**4x -8**)**

Notice that, we put brackets around all the terms to both sides of the equation. By doing so, the equation will remain balanced.

2x + 1 = 4x -8

The equation becomes:

Notice that, we put brackets around all the terms to both sides of the equation. By doing so, the equation will remain balanced.

Tip #3

Similarly, when we divide both sides of the
equation, it is important to divide all
the terms in the equation. For example, when
we divide the following equation with 3:

2x + 1 = 4x -8

The equation becomes:

**(**2x +1**)/3** = **(**4x -8**)/3**

Notice that, we need put brackets around all the terms to both sides of the equation. By doing so, the equation can remain balanced.

2x + 1 = 4x -8

The equation becomes:

Notice that, we need put brackets around all the terms to both sides of the equation. By doing so, the equation can remain balanced.

Math Video Transcript

Multiple Choice Questions (MCQ)

Now, let's try some MCQ questions to understand
this lesson better.

You can start by going through the series of questions on solving linear equations or pick your choice of question below.

You can start by going through the series of questions on solving linear equations or pick your choice of question below.

- Question 1 on the basics on solving linear equations
- Question 2 on the basics on solving linear equations

Site-Search and Q&A Library

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