## Example to Solve the Two-Step Inequality Problem

Let’s consider the given example to learn how to solve a 2-step inequality problem.

3a + 5 < 11, where 5 and 11 are constants, ‘a’ is a variable, and 3 is the coefficient. |

Step 1: Add or subtract the constants given on both sides of the inequality. In the inequality given in the example, 5 will be subtracted from 11 when it moves from L.H.S to R.H.S.

- 3a < 11 - 5
- 3a < 6

Step 2: Divide or multiply the other side of the inequality using the coefficient of variable.

- a < 6/3
- a < 3

## Why Should You Use a Two-Step Inequalities Worksheet for Your Students?

Solving 2-step inequalities problems using a step-by-step method would help your students grasp the concept better.

- Two-step inequalities worksheets will help students to visualize the math problems with integers and rational numbers.
- The students will see operations in action, as they will follow step-by-step methods of addition, subtraction, multiplication, or division.
- This will help them check their mathematical concepts like number systems or inverse operations.
- They will also learn to graph the solution set on a number line.

## Download Two-step Inequalities Worksheet PDFs

You can download and print these super fun worksheets from here for your students. You can also try our Two-Step Inequality (Word Problems) Problems and Two-Step Equation Word Problems Quiz as well for a better understanding of the concepts.