In this lesson, we will learn how to solve simple and compound linear inequalities and how to express their solutions using interval notation.
Students will be able to
Q1:
Find all values of π₯ that satisfy β18β€βπ₯+4β€β1. Write your answer as an interval.
Q2:
Find the solution set of the inequality β2β€4π₯β1β€4 in β. Give your answer in interval notation.
Q3:
Find the solution set of the inequality 2β€βπ₯+62β€3 in β. Give your answer in interval notation.
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