How do you graph #y=4x+4# using rise over run?
1 Answer
The "rise over run" method is used for the slope, and you start at the
Explanation:
This function is linear. This means that the graph will be a straight line.
The rise and run method is only valid for the slope.
The slope is the term with the variable, in this case,
Rise and run is also useful for slopes with a fraction, with the numerator being the "rise" and the denominator being the "run". All whole numbers are a fraction with the denominator being
Therefore, in this case, the rise is by
Where we start is the
From
Put all this together and we get a graph looking like this:
graph{y=4x+4 [-10, 10, -5, 5]}
Hope this helps :)