Linear Relationships
Finding the Equations of Linear Graphs in Slope-Intercept Form (Part 1)
Expanding and Factorising
Solving linear equations {revision} Coordinate geometry Graphs of linear equations
- Finding the gradient (slope) of a line
- Perpendicular slopes
- Graphing linear equations (slope-intercept form)
- Finding the equations of linear graphs in slope-intercept form (part 1)
- Finding the equations of linear graphs in slope-intercept form (part 2)
- Graphing linear equations (general form)
- Vertical and horizontal lines
In order to find the equation of a linear line, a minimum of two coordinates need to be known. If one of the coordinates is the y-intercept, then this process is simple since the constant value in y-intercept form can be immediately identified.