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Pre-Cal 20S Slides September 25th
Solve problems involving rise, run, and slope of line segments (B-3)




   On a sheet of loose leaf paper, write down for
   me everything you know about the concepts of
   quot;risequot;, quot;runquot; and quot;slopequot;, as they relate to line
   segments. Write your name on it, and hand it in
   when requested.
Pre-Cal 20S Slides September 25th
Pre-Cal 20S Slides September 25th
Pre-Cal 20S Slides September 25th
Pre-Cal 20S Slides September 25th
Pre-Cal 20S Slides September 25th
Pre-Cal 20S Slides September 25th
Pre-Cal 20S Slides September 25th
m = rise/run = (change in y)/(change in x) = (y2 - y1)/(x2 - x1)

If m > 0, the line segment is oblique and rises to the right.
If m = 0, the line segment is horizontal.
If m < 0, the line segment is oblique and falls to the right.
If m is undefined as a result of a zero denominator, the line
segment is vertical.

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Pre-Cal 20S Slides September 25th

  • 2. Solve problems involving rise, run, and slope of line segments (B-3) On a sheet of loose leaf paper, write down for me everything you know about the concepts of quot;risequot;, quot;runquot; and quot;slopequot;, as they relate to line segments. Write your name on it, and hand it in when requested.
  • 10. m = rise/run = (change in y)/(change in x) = (y2 - y1)/(x2 - x1) If m > 0, the line segment is oblique and rises to the right. If m = 0, the line segment is horizontal. If m < 0, the line segment is oblique and falls to the right. If m is undefined as a result of a zero denominator, the line segment is vertical.