What is everything you need to know to graph an equation in slope intercept form

The video tutorial explains how to graph equations in slope-intercept form, focusing on understanding the slope and Y-intercept. It covers converting equations to this form, the Cartesian coordinate system, and using the slope triangle to graph lines. Key concepts include identifying slope and Y-intercept, converting equations, and plotting points on a graph.

What does the 'M' represent in the slope-intercept form equation Y = MX + B?

• The slope

• The origin

• The y-intercept

• The x-coordinate

In the Cartesian coordinate system, what is the point where the x and y axes intersect called?

• The y-intercept

• The origin

• The slope

• The axis

Which direction is considered positive on the y-axis in the Cartesian coordinate system?

• Down

• Left

• Up

• Right

What is the purpose of using a slope triangle when graphing a line?

• To find the y-intercept

• To determine the slope between two points

• To identify the origin

• To calculate the x-intercept

If the slope of a line is 2, what does this indicate about the change in y-coordinates compared to x-coordinates?

• Y-coordinates decrease by 2 for every increase in x-coordinates

• Y-coordinates increase by 2 for every increase in x-coordinates

• Y-coordinates remain constant

• Y-coordinates increase by 1 for every increase in x-coordinates