Use the critical points to determine the test regions. What are possible test points?
The solution is:




For test point x = 2, the inequality is .
Rewrite the inequality with zero on one side and one rational expression on the other. What is the first step?


The inequality simplifies toWhich inequality is equivalent?





Consider the inequality from the previous slide: Identify the critical point(s).

1 3 + 1 6 1 x
Question text not available



0 x 2
What is the simplified form of the inequality?





Identify the graph of the solution set.




Suppose you ride your bike uphill to work at a speed of at least x mph. Going downhill on the way home, your speed is 5 mph faster. Your average speed to and from work is at least 12 mph. Which is the correct inequality to model the situation?




0 x 2
For test point x = , the inequality is .

For test point x = , the inequality is .

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