## Two-step equations

The main difference between one-step equationsand **two-step equations** is that one more step you need to do in order to solve a two-step equation. That additional step may be something like multiplying the variable by a certain number to get rid of a fraction in front of it. Otherwise, the rules are the same as before and these equations are just as easy to learn and solve as are the one-step ones

### An example of two-step equations

The easiest way to learn math is through the use of examples and some practice. So, we are going to explain the process of solving these equations on this example:

4x – 7 = 13

The first thing you need to do here is get all the variables on one side (in this case – the left side) and all the numbers on the other. Like this:

4x = 13 + 7

After that, you have to add those two numbers. You should get this as a result:

4x = 20

This concluded the first step. What is left now is to get rid of the number next to the variable. You can do that by dividing the whole equation with the number 4. Like this:

4x = 20 |:4

x = 5

.

That was the second step. You found the value of the variable and the equation is now solved. I am sure you will all agree this was not hard to do. And although these equations can be a bit more complicated, the principle is always the same. First you need to simplify the equation by moving the numbers around (and do not forget to change signs when you move numbers from side to side)(buy cialis online) and then get rid of the number in front of the variable to find its value (by multiplying or dividing the number with itself). Of course, you can perform these steps in reverse (getting rid of the number in front of the variable first, then the “moving around” bit), but this way will save you some time and effort in most cases.

If you want to practice solving *two-step equations*, you can download the worksheets below this article for free.

### Two-step equations exams for teachers

Exam Name | File Size | Downloads | Upload date |

Integers | |||

Two-step equations – Integers – very easy | 458.8 kB | 75196 | September 3, 2019 |

Two-step equations – Integers – easy | 458.8 kB | 71893 | September 3, 2019 |

Two-step equations – Integers – medium | 458.9 kB | 87775 | September 3, 2019 |

Two-step equations – Integers – hard | 458.9 kB | 32960 | September 3, 2019 |

Two-step equations – Integers – very hard | 459 kB | 24506 | September 3, 2019 |

Decimals | |||

Two-step equations – Decimals – very easy | 459.6 kB | 8599 | September 3, 2019 |

Two-step equations – Decimals – easy | 459.1 kB | 7350 | September 3, 2019 |

Two-step equations – Decimals – medium | 459.3 kB | 10089 | September 3, 2019 |

Two-step equations – Decimals – hard | 459.4 kB | 4403 | September 3, 2019 |

Two-step equations – Decimals – very hard | 459.5 kB | 4067 | September 3, 2019 |

Fractions | |||

Two-step equations – Fractions – very easy | 462.8 kB | 17106 | September 3, 2019 |

Two-step equations – Fractions – easy | 462.8 kB | 14078 | September 3, 2019 |

Two-step equations – Fractions – medium | 463.2 kB | 12997 | September 3, 2019 |

Two-step equations – Fractions – hard | 462.9 kB | 5357 | September 3, 2019 |

Two-step equations – Fractions – very hard | 463.3 kB | 5738 | September 3, 2019 |

### Two-step equations worksheets for students

myhomeworkdone.com math

## Two Step Equations Worksheets

Two-step math equations are algebraic problems that require you to make two moves to find the value of the unknown variable. Hence, in the two-step equations worksheets, students will learn the concept of solving for two variables, the different ways of solving two variables in algebraic expressions, and graphing the results; equations involve fractions, integers, and decimals.

### Benefits of Two-Step Equations Worksheets

Students can benefit from the two-step equations worksheets by learning how to translate two-step equations, MCQs, and word problems based on geometric shapes. These math worksheets come along with an answer key that provides a step-wise understanding for the students while practicing problems. Thus, students learn the solution at every step instead of memorizing the solution. Two-step equations worksheets also deal with the logical and reasoning aspect of mathematics and help students in real life as well.

### Download Two Step Equations Worksheet PDFs

Students can download the PDF format of the two-step equations worksheets online for free to score well in exams.

### ☛ Check Grade wise Two Step Equations Worksheets

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## Two-Step Equation Worksheets

Two-step equation worksheets have a huge collection of printable practice pages to solve and verify the equations involving integers, fractions and decimals. Also, a number of exercise pdfs on translating two-step equations, MCQs and word problems based on geometric shapes are given here for additional practice for 7th grade and 8th grade students. Some of them are offered free of cost!

Solving Two-Step Equations involving Whole Numbers

Kick into gear solving single-variable two-step equations involving positive coefficients with this practice set! Rearrange the equations to make the variable the subject, and solve for its whole-number value.

Equation Word Problems Worksheets

Utilize this set of worksheets to guide students of grade 7 and grade 8 to solve an array of diligently prepared equation word problems.

(15 Worksheets)

## Print Two Step Equations Worksheets

#### Two step math equations are algebraic problems that require you to make two moves to find the value of the unknown variable. For example, using the equation 3x + 5 = 11 we will need to perform two steps to find the value of x. The first step would be to get the constant values of the equation by themselves. In this case 5 and 11 are our constants. We can always perform any operation to the equation as long as we perform the same operation to both sides of the equation. If we want to get the 5 and 11 together, we can perform the opposite operation that is already taking place with one of them. If we were to subtract 5 from both sides, we would be left with 3x = 6. That is step one. For step two we need to get rid of the 3 that is next to the variable. To undo multiplication, we can divide. If we were to divide both sides by 3, we would be left with x = 2. When we start out with algebraic equations, most teacher prefer to name the unknown variable x and stay consistent with its use. Equations of lines often are most frequently solved in two steps.

In this section, your students will work on solving for two variables in algebraic expressions and graphing the results. This set of worksheets introduces your students to the concept of solving for two variables, and provides examples, short practice sets, longer sets of questions, and quizzes. In everyday math, in the real world, a survey of daily tasks of over 1,200 was issued by UMASS. They found that two-step math problems were the most common mathematical tasks people were performing. Utilize these worksheets to demonstrate how to solve two step problems. Students will learn how to create equations from number sentences and solve them.

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