What is the slope of the line passing through the following points: # ( -1, 5) , (4, -8)#?

3 Answers
Don't Memorise
Apr 22, 2016

The slope #=( - 13)/ ( 5)#

Explanation:

#(-1 , 5) = color(blue)(x_1 , y_1)#

#(4 , - 8) = color(blue)(x_2 , y_2)#

The slope is calculated using formula:

Slope #=color(blue)((y_2 - y_1)/ (x_2 - x_1)#

#=( - 8 - 5)/ ( 4 - (-1))#

#=( - 13)/ ( 4 + 1)#

#=( - 13)/ ( 5)#

Don't Memorise
Apr 22, 2016

The slope #=( - 13)/ ( 5)#

Explanation:

#(-1 , 5) = color(blue)(x_1 , y_1)#

#(4 , - 8) = color(blue)(x_2 , y_2)#

The slope is calculated using formula:

Slope #=color(blue)((y_2 - y_1)/ (x_2 - x_1)#

#=( - 8 - 5)/ ( 4 - (-1))#

#=( - 13)/ ( 4 + 1)#

#=( - 13)/ ( 5)#

Don't Memorise
Apr 22, 2016

The slope #=( - 13)/ ( 5)#

Explanation:

#(-1 , 5) = color(blue)(x_1 , y_1)#

#(4 , - 8) = color(blue)(x_2 , y_2)#

The slope is calculated using formula:

Slope #=color(blue)((y_2 - y_1)/ (x_2 - x_1)#

#=( - 8 - 5)/ ( 4 - (-1))#

#=( - 13)/ ( 4 + 1)#

#=( - 13)/ ( 5)#

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