Algebra 1 - Learn how to graph the solution to an inequality

The video tutorial explains how to understand and solve inequalities, focusing on the 'greater than' symbol. It discusses creating a set of solutions for inequalities, emphasizing that there are infinite numbers greater than a given value. The tutorial also covers how to construct a number line with solutions at the center and test points to determine if they satisfy the inequality. The importance of shading towards true solutions on a number line is highlighted.

Which of the following numbers is NOT greater than four?

• 5

• 7

• 10

• 3

When creating a number line for an inequality, where should you ideally place the solution?

• At the far right

• At the far left

• In the center

• At zero

What is the purpose of testing points on a number line?

• To determine which points satisfy the inequality

• To calculate the average

• To find the midpoint

• To identify the largest number

If a point on a number line is false for an inequality, what should you do?

• Shade the point

• Leave it open

• Erase it

• Move it to the right

In the context of inequalities, what does shading to the right indicate?

• The inequality is equal

• The inequality is less than

• The inequality is false

• The inequality is true