Find the slope of the two points? (3, -8) (-7, -3)

2 Answers
Mar 13, 2018

#-1/2#

Explanation:

To find the slope, or gradient, you use the formula:
change in #y##-:#change in #x#

The change in #y# is the second #y# coordinate take away the first #y# coordinate. Therefore it is #(-3) - (-8) = 5#

Do the same for the change in #x#:
#(-7) - 3 = -10#

Therefore the gradient would be:
#5 -: (-10) = -1/2#

Mar 13, 2018

#-1/2#

Explanation:

The slope of line passing through #A(x_1.y_1)and B(x_2,y_2)# is
#m=(y_2-y_1)/(x_2-x_1)#.
Here,#A(3,-8)andB(-7,-3).#
#:.m=(-3-(-8))/(-7-(3))=(-3+8)/(-10)=5/(-10)=-1/2#