Find the feasible region by graphing 4 linear inequalities

The video tutorial covers converting equations to slope-intercept form, graphing equations and inequalities, and understanding the concept of feasible regions. It explains how to graph X=3, Y>0, and other inequalities, including shading regions and identifying feasible regions. The tutorial emphasizes treating inequalities like equations and understanding slope and intercepts.

What is the first step in converting an equation into slope-intercept form?

• Add a constant to both sides

• Subtract X from both sides

• Multiply both sides by Y

• Divide both sides by X

When graphing the inequality X > 3, what type of line is used?

• Solid line

• Dotted line

• Dashed line

• Thick line

For the inequality Y > 0, which part of the graph should be shaded?

• Above the line

• Below the line

• To the left of the line

• To the right of the line

How is the slope represented when there is no number in front of X?

• As zero

• As one

• As two

• As negative one

What is the feasible region in a graph of inequalities?

• The area where all lines intersect

• The area below the lowest line

• The area that satisfies all inequalities

• The area above the highest line