Learn how to solve and graph the solution for a compound inequality

The video tutorial explains how to solve a compound inequality involving two separate inequalities: 1/2 X < 3 and 5X ≥ 10. The instructor demonstrates solving each inequality for X, graphing the solutions on a number line, and identifying the intersection of the solutions. The tutorial emphasizes understanding the conditions for open and closed points on the graph and the importance of the intersection in compound inequalities.

What does it mean for a point to be open or closed on a number line when graphing inequalities?

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Explain why the point at X = 6 is not included in the solution set.

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