Solving one step inequalities worksheet answer key pdf

Graph, write, and solve one-step inequalities with these basic algebra worksheets. On these problems, students need to isolate the variable using only a single step. Then they graph the inequality.

Solving one step inequalities worksheet answer key pdf

Basic Level(Whole Numbers Only)

On this worksheet, students will find and graph solutions to basic, one-step single variable inequalities. All problems have only positive, whole numbers.

6th through 8th Grades

Solving one step inequalities worksheet answer key pdf

Solving one step inequalities worksheet answer key pdf

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Solving one step inequalities worksheet answer key pdf

Students graph the basic, one-step inequalities. All inequalities on this worksheet have addition or subtraction on the side of the inequality as the variable.

6th through 8th Grades

A set of one-step, basic inequalities for students to graph on a number line. All the inequalities feature multiplication or division on the same side of the inequality as the variable.

6th through 8th Grades

Solve the inequality and circle the numbers that are in the solution set. This version includes only whole numbers.

6th through 8th Grades

Rewrite each phrase as an inequality in standard algebraic form. (example: The product of 6 and x is greater than or equal to 48.)

6th through 8th Grades

Intermediate Level(Includes Neg. Numbers & Decimals)

Students must find and graph solutions to one-step single variable inequalities by isolating the variable. Uses negative numbers, fractions, decimals, and operators.

6th through 8th Grades

Intermediate, one-step inequalities are graphed on a number line. This worksheet includes only addition or subtraction on the same side of the inequality as the variable. Negative numbers, decimals, and fractions are included

6th through 8th Grades

A page of one-step intermediate-level inequalities with a multiplication or division fact on the same side of the inequality as the variable. The multiplication and division include decimals, fractions, and negative numbers.

6th through 8th Grades

Solve each inequality and select the answers that are in the solution set. This version includes fractions and decimals.

6th through 8th Grades

Rewrite each inequality in standard form. (example: The sum of -7.8 and x is less than 42.)

6th through 8th Grades

More Inequality Worksheets

This is our index page that shows all categories for our inequality worksheets.

Sample Images of Our Printable Worksheets

Solving one step inequalities worksheet answer key pdf

Solving one step inequalities worksheet answer key pdf


Let children keep our free printable one-step inequalities worksheets front and center to develop a flair for solving inequalities in a single step. Instruct them to follow the simple rules of solving one-step inequalities to a tee, and they will breeze through a variety of tasks, such as identifying solutions in interval notation, identifying graphs of inequalities, and much more. Ask kids to stick to and draw on our resources at their own pace and to the fullest, so solving one-step inequalities will soon feel like child's play!

These pdf worksheets are recommended for grade 6 to high school students.

CCSS: 6.EE

Solving one step inequalities worksheet answer key pdf

Solving One-Step Inequalities | Integers | Worksheet #1

Let our solving one-step inequalities worksheet be your dazzler as you provide children with a little more than the required practice in performing inverse operations on either side to isolate the variable and finding the solution with ease.

Solving one step inequalities worksheet answer key pdf

Solving One-Step Inequalities | Integers | Worksheet #2

Hold tight to yet another printable that allows the 6th grade and 7th grade learners to get scads of supplementary practice in finding solutions to inequalities involving a single operation. Use the answer key to validate the solutions.

Solving one step inequalities worksheet answer key pdf

Solving One-Step Inequalities | Fractions

Watch the child grow from learned to experienced using our solving one-step inequalities worksheet with fractional constants and fractional coefficients. Flip the sign to its opposite sign while dividing or multiplying with a negative sign.

Solving one step inequalities worksheet answer key pdf

Graphing One-Step Inequalities | Worksheet #1

With this graphing one-step inequalities worksheet in action, learning to solve and graph one-step inequalities is easy. Instruct kids to find the solution of each inequality in this free printable and plot it on the given number lines.

Solving one step inequalities worksheet answer key pdf

Graphing One-Step Inequalities | Worksheet #2

Let young learners glow with the wealth of additional practice in graphing one-step inequalities. They are expected to work out the solutions, plot the obtained value and extend the rays in the correct direction of the graphs.

Solving one step inequalities worksheet answer key pdf

Solving one step inequalities worksheet answer key pdf

Identifying the Graph of One-Step Inequality

Prompt students to identify the graph of one-step inequalities. Let them keep at it until they are able to choose the correct graph that represents the solution of the inequality out of 4 alternatives in each exercise.

Solving one step inequalities worksheet answer key pdf

Solving one step inequalities worksheet answer key pdf

How to solve the inequality?

To solve an inequality use the following steps: Step 1 Eliminate fractions by multiplying all terms by the least common denominator of all fractions. Step 2 Simplify by combining like terms on each side of the inequality. Step 3 Add or subtract quantities to obtain the unknown on one side and the numbers on the other.

How do you solve an inequality with one variable?

To solve an inequality in one variable, first change it to an equation (a mathematical sentence with an “=” sign) and then solve. Place the solution, called a “boundary point”, on a number line. This point separates the number line into two regions.