Sophia: Set Builder Notation for Inequality Solutions: Lesson 2

This lesson will present how to write the answers to a one-step linear inequality in set builder notation. It is 1 of 5 in the series titled "Set-Builder Notation for Inequality Solutions."

Set builder notation? What's that? Don't know? Need a refresher? Kind of remember? Well, watch this video and learn all about writing set builder notation. The instructor explains braces, variables, and inequalities to be able to write a...

This lesson will present how to write the answers to a one-step linear inequality in set builder notation. It is 4 of 5 in the series titled "Set-Builder Notation for Inequality Solutions."

This lesson will present how to write the answers to a one-step linear inequality in set builder notation. It is 3 of 5 in the series titled "Set-Builder Notation for Inequality Solutions."

This lesson will present how to write the answers to a one-step linear inequality in set builder notation. It is 5 of 5 in the series titled "Set-Builder Notation for Inequality Solutions."

Use the addition property of inequality to solve this problem. It's just a one step solution and then the instructor shows how to write the answer in set builder notation.

Use the subtraction property of inequality to solve this problem. It's just a one step solution and then the instructor shows how to write the answer in set builder notation.

Use this lesson, practice exercise, and teacher resource when planning instruction on sets and interval notation. Offers simple definitions and examples, an eleven-question online quiz, and a .pdf worksheet for students to complete while...

After reading this inequality word problem, young learners might just skip over it and not even make the attempt to solve it. It seems rather complicated. So watch this video as the teacher explains all that needs to be done to solve...

A compound inequality is one in which inequalities are connected by AND or OR. The instructor demonstrates how to write each one of these inequalities in using set builder notation.