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Solving One Step Equations - Integers



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More Lessons for Basic Algebra or Algebra I

Math Worksheets

A series of free, online Basic Algebra Lessons or Algebra I lessons.
Videos, worksheets, and activities to help Algebra students.

In this lesson, we will learn how to

  • solve one step equations using integers.
  • solve one step equations by adding & subtracting integers with variables on the left.
  • solve one step equations by adding & subtracting integers with variables on the right.
  • solve one step equations by multiplying & dividing integers with variables on the left.
  • solve one step equations by multiplying & dividing integers with variables on the right.
  • solve one step equations involving negative x.


Solving One Step Equations

Equations are fundamental to Algebra, and solving one step equations is necessary for students in order to learn how to solve two-step equations, and other multi-step equations. Solving one-step equations means finding the value for the variable that makes the statement true using additive and multiplicative inverses.

Ex: Solving One Step Equation by Add/Subtracting Integers (Variable on Left)
This video provides examples of solving one step equations by adding and subtracting integers with the variable on the left.
Ex: Solving One Step Equation by Add/Subtract Integers (Variable on Right)

This video provides examples of solving one step equations by adding and subtracting integers with the variable on the right.



Ex: Solving One Step Equation by Multiplication/Division Integers (Variable on Left)
This video provides examples of solving one step equations by multiplying and dividing integers with the variable on the left.
Ex: Solving One Step Equation by Multiplication/Division Integers (Variable on Right) This video provides examples of solving one step equations by multiplying and dividing integers with the variable on the right. Ex: Solving One Step Equation in the Form: -x = a
This video provides example of how to solve one step equations involving negative x.

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