Slope of a Line given points (4, -1) and (0, 5)

Given Coordinates: x1 = 4  y1 = -1,  x2 = 0  y2 = 5
Slope Formula: m  =  
y2 − y1/x2 − x1

Substitute the given coordinates into the Slope Formula and Simplify:
m  =  
5 − (-1)/0 − 4
m  =  
5 + 1/0 − 4
m  =  
6/-4
m  =  –
6/4
   (Greatest Common Factor of 6 and 4, GCF(6, 4) = 2)
m  =  –
3/2

Therefore, the Slope of a Line given points (4, -1) and (0, 5) is equal to  –
3/2

Note: As a decimal number,  –
3/2
  = -1.5

The solution above and other related solutions were provided by the Slope of a Line given Two Points Application.