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Home » Solving Equations » Equations with Fractions

# Solving Equations with Fractions

#### "We DO NOT want to do this! DO NOT distribute fractions.

## Example 1

## Example 2

## Example 3

## If You are Still Struggling..

### Take a look at the questions that other students have submitted on equations with fractions.

## Other Lessons You Might Like on Solving Equations

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**I know fractions are difficult, but with these easy step-by step instructions you'll be solving equations with fractions in no time.**

Do you start to get nervous when you see fractions? Do you have to stop and review all the rules for adding, subtracting, multiplying and dividing fractions?

If so, you are just like almost every other math student out there! But... I am going to make your life so much easier when it comes to solving equations with fractions!

Our first step when solving these equations is to get rid of the fractions because they are not easy to work with!

Let see what happens with a typical two-step equation with the distributive property.

In this problem, we would typically distribute the 3/4 throughout the parenthesis and then solve. Let's see what happens:

Yuck! That just made this problem worse! Now we have two fractions to contend with and that means subtracting fractions and multiplying fractions.

So... let's stop here and say

We are going to learn how to get rid of the fractions and make this much more simple!

So... what do we do? We are going to get rid of just the denominator in the fraction, so we will be left with the numerator, or just an integer!

I know, easier said than done! It's really not hard, but before I get into it, I want to go over one algebra definition.We need to discuss the word **term.**

In Algebra, each term within an equation is separated by a plus (+) sign, minus (-) sign or an equals sign (=). Variable or quantities that are multiplied or divided are considered the same term.

For example:

That last example is the most important to remember. If a quantity is in parenthesis, it it considered one term!

Let's look at a few examples of how to solve these crazy looking problems!

Take a look at this example on video if you are feeling overwhelmed.

If you want to see this example on video, click here to visit my You Tube channel.

Hopefully you were able to follow that example. I know it's tough, but if you can get rid of the fraction, it will make these problems so much easier. Keep going, you'll get the hang of it!

Still confused? Check out this video explaining Example 2.

If you want to see this example on video, click here to visit my You Tube channel.

For additional explanation of Example 3, view the following video:

If you want to see this example on video, click here to visit my You Tube channel.

Yes, the equations are getting harder, but if you take it step-by-step, you will arrive at the correct solution. Keep at it - I know you'll get it!

Use this algebra calculator to check your answers to your very own problems. Hopefully this will help you to get through your homework.

- Equations with Fractions: -5 = -19-x/7
- Expression with Fractions: 1/3(7y-1) +1/6(4y+7)

To ask a question, please visit my Math Forum.

- Balancing Equations

- Solving one-step equations (Addition).

- Solving one-step equations (Subtraction).

- Solving one-step equations (Multiplication).

- Solving one-step division equations.

- Solving two-step equations.

- Using the Distributive Property

- Solving Literal Equations

- Equations with variables on both sides

- Writing equations given a word problem

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