Learn how to graph a linear inequality

The video tutorial covers graphing inequalities by first treating them as linear equations. It explains the slope-intercept form, identifying the Y-intercept, and determining the slope. The tutorial then discusses how to graph inequality symbols using solid or dashed lines and the importance of test points for shading. The video concludes with additional tips for understanding inequality graphs.

What does the 'B' in the equation Y = MX + B represent?

• The slope of the line

• The X-intercept

• The Y-intercept

• The origin

How is the slope of a line typically expressed?

• As a whole number

• As a fraction

• As a decimal

• As a percentage

What type of line is used for inequalities with 'greater than or equal to'?

• Dotted line

• Curved line

• Dashed line

• Solid line

Which point is commonly used as a test point when graphing inequalities?

• (0,0)

• (3,3)

• (1,1)

• (2,2)

What should you do if your line passes through the test point (0,0)?

• Ignore the test point

• Shade both sides of the line

• Choose a different test point

• Use the same test point

What does shading above the line represent in a graph of an inequality?

• All solutions less than the line

• All solutions greater than the line

• No solutions

• Only the Y-intercept

When is it necessary to flip the inequality symbol?

• When subtracting a constant

• When multiplying by a positive number

• When dividing by a negative number

• When adding a constant