How to solve a system of equations by graphing a dependent system

The video tutorial explains how to convert equations into slope-intercept form and graph them. It demonstrates isolating the Y variable, converting equations, and graphing them to identify consistent dependent solutions. The tutorial emphasizes understanding the slope and intercept to accurately plot the graph.

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

• Add a constant to both sides

• Multiply both sides by a constant

• Subtract X from both sides

• Isolate the Y variable

What does it mean when two equations are described as having a consistent dependent solution?

• They have no solution

• They intersect at one point

• They are parallel

• They represent the same line

How do you determine the Y-intercept from the equation Y = MX + B?

• It is the slope M

• It is the product of M and B

• It is the coefficient of X

• It is the constant term B

What does the slope of 5/3 indicate when graphing the equation?

• Move down 5 units and left 3 units

• Move up 5 units and right 3 units

• Move up 3 units and right 5 units

• Move down 3 units and left 5 units

How many points are needed to graph a line once the slope and Y-intercept are known?

• One point

• Four points

• Two points

• Three points