Consider the inequality
4|x+ 1| - 2 > 6.
a. How many boundary points are there? What...
Mathematics, 24.10.2020 06:20 smokey13
Consider the inequality
4|x+ 1| - 2 > 6.
a. How many boundary points are there? What are they? Should they be marked with filled or unfilled circles? Mark the boundary
points on a number line.
b. Which portion(s) of the number line contain the solutions for this inequality? How many regions do you need to test? Represent the
solutions algebraically and on a number line.
Answers: 3
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