Algebra Ch 5 Practice Test

What type of line is used to graph the boundary of the inequality $$y \le -x + 5$$ ?

Write an inequality for Graph 2 where the x-values are between -2 and 5.

Which inequality matches the graph where y is greater than -2?

Solve the inequality: $$-8 < 2(x + 4) \ or \ -3x + 4 > x - 4$$

A bakery sells cupcakes for $2 each. Write a compound inequality to represent the possible number of cupcakes you can buy if you have between $6 and $10.

What is a solid line used for in graphing inequalities?

What does a dashed line represent in graphing inequalities?

Define a compound inequality.

What does the inequality $$x > -2$$ represent on a number line?

How do you represent an inequality that includes both endpoints?