Big Ideas Math Integrated I, 2016
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Big Ideas Math Integrated I, 2016 View details
5. Solving Compound Inequalities
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Exercise 11 Page 85

Think of the given values as an interval.

Compound Inequality: -2500≤ e ≤ -100
Graph:

And Compound Inequality
Practice makes perfect
Let's begin by making sense of the given information. The given diagram shows that the mollusks usually are found between - 2500 feet and - 100 feet. If we let e represent the depth at which mollusks are found, then e must be greater than or equal to - 2500 and e must be less than or equal to - 100.

e ≥ - 2500 and e ≤ - 100 ⇕ [0.5em] -2500 ≤ e ≤ -100 To graph this compound inequality, we will place a closed circle on both - 2500 and - 100, because e can equal these values, and we will shade the region between them.

And Compound Inequality