# Inequalities with One Step

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. ## 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
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
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