Assuming I have different lines with different slopes, I would like to compare the slope of each line as relative to one another. The program I am currently writing needs to compare the slopes of the lines on a 0 to 1 basis (1 being very steep, or equivalent of a slope of infinity and 0 being equivalent to a slope of 0) However, right now I have the values of the slope in absolute form, going from 0 to infinity. May I know how to accurately map these slopes to a scale of 0 to 1?
2026-04-03 22:38:00.1775255880
How would I normalize the slope of a line?
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The slope measure form 0 to 1 is basically an angle (lets call it $\alpha$), the other one is the slope, lets call it $m$. The relation is
$$ m = \tan\left( \alpha \cdot \frac{\pi}{2} \right)$$ if you are calculating with radians or
$$ m = \tan\left( \alpha \cdot 90° \right)$$ if you are calculating in degrees.