The ratio of a sloped line remains the same anywhere on that line and is unaffected by positive or negative position.
The slope formula enables you to use two ordered pairs to find slope. Sub notation is used for clarity.
Slope is the ratio that shows the rate of change between two pints. Calculating slope using a graph is demonstrated.
Plotting a second line on a graph produces a comparison of the hourly cost to park at two different parking lots.
Two example of finding slope using a line offer practice of this skill.
Constructing a slope-intercept form of equation based on a graph.
Using the slope formula to plot a graph.
The procedure for finding rate of change from a graphed line is detailed.
The effect of scale on the steepness of a line's slope is illustrating by comparing graphs of interest rates at two different banks.