Learn how to graph an equation when they share the same intercepts ex 11, -2x + 8y = 0

The video tutorial explains how to graph an equation using the slope-intercept form, Y = MX + B. The instructor discusses why intercept form is not used and demonstrates solving for Y to identify the slope and Y-intercept. The tutorial highlights that the graph crosses at the origin (0,0) and uses the slope to plot additional points. The concept of rise over run is explained, and alternative methods for plotting points are provided.

What form does the instructor decide to use for graphing the equation?

• Standard form

• Slope-intercept form

• Intercept form

• Quadratic form

What is the slope of the equation after solving for y?

• 1/5

• 1/4

• 1/3

• 1/2

Where does the graph of the equation cross the axes?

• At (1,0)

• At (0,1)

• At (0,0)

• At (1,1)

How does the instructor describe the slope in terms of rise and run?

• Rise 2, run 3

• Rise 1, run 4

• Rise 3, run 2

• Rise 4, run 1

What alternative method does the instructor mention for using the slope to find points on the line?

• Go down 2 and left 3

• Go up 3 and right 2

• Go down 1 and left 4

• Go up 2 and right 3